PG TRB|PROBABILITY THEORY|UNIT X |MCQ
Dr THIRU MATHS|PG TRB |PROBABILITY THEORY|Unit X
PROBABILITY THEORY|Unit X
1.[img]data:image/png;base64,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[/img]
0<t<1
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-1<t<1
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2.58
2.33
1.96
2.[img]data:image/png;base64,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[/img]
1.645
3.[img]data:image/png;base64,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[/img]
Measures of skewness
Mode
Mean
Measures of kurtosis
4.[img]data:image/png;base64,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[/img]
(n-1)/2
n-1
n-2
n
Binomial distribution
Poisson distribution
Gamma distribution
Normal distribution
5.[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXUAAAAlCAIAAAAyZu7cAAAQAElEQVR4AezZBbRX1bYGcAUT42Gj4rO7uwO7uxsbAwO7uxVs7O5GVBQLu7tFxe5W7Of7Xb5x99jucw7nwIUrsc+YZ42156q55przm3Otf6u/6r9aA7UGag0MHQ20GqX+qzVQa6DWwNDRQI0vQ0ev9ay1BmoNjDJKjS+1FYzIGqj39s9qoMaXf1b/9eq1BkZkDdT4MiKfbr23WgP/rAZqfPln9V+vXmtgRNZAjS9D93Tr2WsNjMwaqPFlZD79eu+1BoauBmp8Gbr6rWevNTAya6DGl5H59Ou91xr4zzTQ3OgaX5rTUN1ea6DWwOBqoMaXwdVcPa7WQK2B5jRQ40tzGqrbaw3UGhhcDdT4Mriaq8cNCxqoZRi2NVDjy7B9PrV0tQaGZw3U+DI8n14te62BYVsDVXz5448/hobAP/74Y1PT/t+Av4G0NtXUkP/XX39VmA05lQ6D9DlkZxukpevOtQaGRw1U8WWdddb533//DQQUBnWrd99991VXXfX44483HPjSSy+df/75X375ZcMmnFatWhl7xx13qDdLo4466ldffXXXXXdZq1+/fvrjfPvtty+++GL//v19Dgb9+eefxSizAcMXXnjho48+UvkXv/6vNVBroGkNVPFl8803H3fccfXfZ599xh57bJUhQr/88sv++++/4YYbVmb74osvzjzzzGOOOeamm26qNBWfXbt27dy58y233NISl9bn3HPPtZZpf/75Z5NcfPHFq6++OhRTHwxq3bo1Aeaaa67nnnvO8G7duu2+++7wy0I+W040UOSGb7755umnn37ffff9/vvvLZ+h0Z6VlOqpp5565ZVXGu1ZM1uugYpWWz6w7lnRQBVfNtpoo7Zt2+q04447ci2VClVUX/msdC4+11xzTfXJJ59cWSYQNv/883fq1Mm6ZX65/vHHH//222/cRi5T5lfqkWSSSSbZbrvtSP76669/8skn+tjOAgssMOWUU6o3Srp179690aYwCdmuXbtxxhnHJxneeeedCy+88Ndff/XZcgJzzz77bPqT7bTTTuvdu3c5OUrToJZSqrfeeqtArvXWW2+VVVYZ1EmGx/7ff//9888//9prrwlRQ1Z+hkSrEmGZr/qQnXxkm62KL/Yfo6didfp1S0qY5VECL345dPsU2G+44QbRWHn55Zfff//9jz32GCc01tnHqTi82Tin0uVCa+Y0laRmv/32i/dqxbciQFEPbbzxxiqzzjqrMmTmVMolSfI533zztW/ffrTRRhtzzDFxOnbsKDnCUQ99/vnnqSjlODKja665Rr3RafG32Wabm2++eYYZZlA3D7hx2yoExmxqYNH04YcfnnrqqbSBg+aYY46DDz7YrscaayyfZWp2qqJz0XOPPfaIYqHMtNNOO8YYY7TwOllM1fJKsaghRb2oYP7X6IMPPth0001XWmml4447bsguypCcr5zaAZVNZciuMpzM1oyYzR59I/gCR8w6+uijK3/66afZZptt+umn9yYz44wzLr/88jvssANrLs/7/vvvu0FsvfXW+PIUjynykVtvvVWfhx9++IgjjjBPMIszC+M77bTTQQcdJIbjP/LII6xk2223ffDBB30iqcGiiy7KmddYY408yng9ceQcct55511yySUvu+wynybXuUwPPPAAIDCVyxEIgwLk0aFHjx58+5lnnlEnqqzBpzcaWInTs2dPBvrDDz8QzHJvvPGGhe69915NOtx44420wZT79OnDezF9Zml4CkyPPPJITPLARKNs57PPPqO0O++807ORGKsJVh5yyCEGSsRir23atFl77bXHHAB/hpu5b9++kUp/HLMZTnvqANdaYqmmLI2JfCpdA139nn76aTMDa8ekVP/000/B2XfffadPyCrffPMNpgnDKcrytAWzYcXMWTRnp46jm4poL2bklHGQ/dKqCrJ0eqoPnEhSnmQgnWefffbddttNBxmrcoiQ1TOP4PT111/7jAmphF+XNHD77bezZw7Ozh39Qw89tNpqq0GJY489lhnoUKZG8IU/FD3od4UVVvC51lprieEqXPTdd981r3pIQj7ppJOq/8+AP9cNZwNKjGWI6667rqbMyUnAh8jPD/kPvsvRhBNOyDMl+T7PO++8c845R0IBYjyj8nnMZZdd1lRcbuGFF37vvfd0cFcqC6CPl2OgJuwAOFMx6CI1OOqoozyaXHHFFbrtvffeZ5999kILLXTKKafASpzgGj+ELBNMMIFXEsJIeTjqiiuuuOeeex599NG77rorTLz00kv11yEOACIvuuiiCy64gFrx6fr666/ffvvt5Uo2K/q5pvXp00eT7Tz55JMqFj3rrLNUaGzuuec2szpv96Bjj0888YRRXnYwOadTBNmLLbaYk1M5/PDDQUNl1y5ZJ554ov6O5tVXX6Wl8ccf396tCGflNRBQa0h2aRUKP+mkk+wizJSmBdxeqa688kpq6dChg+GaODAlRGY+Zn5YL52kUrGdJeDo1rdv3+uuuw7UOlzP6npiQnAyu8K8/fbb9H/11VdjlindcMQD4aRLly5shiStW7fG6d2796OPPtqrVy9a8lalW8juaIadQHAHjVkctHqIBYJytl4sEX7DsoJ6Vje/bnJAcG8V4OW48c3mLiYCac20ynTGcV79+/fHUR9SZLaKeJWZB95a6dzUp1WaamqKb9diPDs31nvfVltt5Xy32GILDsL+jcJXhhrBF8pKm1LXiSaaSC6w/vrrTzfddFIYihYeNRXkMDT5dDNSxnbjWqzK8piZU/bOn1kPTowDMLF4nxNPPLESoLjdTD311BtssIHHGgaHyV2dMZ/nnwKLqAjg8MsEX3j4MsssAwd5oyY2wVJV/CKmtAulbqRdeumlCcadcCyk5HjHH3+8ybWm58orr8yFttxyS+lMHrz5Cc2ON954dGKIrOeEE06Yaqqp+LBEY7LJJoOJQBD2wanllltOH1auBNA2rgJSjxiQzckBfUJjJQ+87bbb9t1332uvvVZYoByeQwZ6sHGiUhRRHSff1r9MVh99QJrp9WrmmWdmcMRLB00CC23n043JEqAQjIKwSy65ROc0paQreRDxbIp6ubcHOPmg04Shsj/6hMK8XUk5FCi5M9bMm2yyiS0HMQ877DCHhdyaAS64JzyAOPnkk9mi/gWZEKQussgiBgJruyYeBerAjc2z11572QJYNFZAwiez5aAeU4ahHB6zIb6wVdPKdsU5HYQK+KXCQgQhx4RAvDnhI2OGg5Jl5wgf/b5h11YXh/zEAdNpRhMJORU+dCO52SSngpYzdeJ2yjjlufghWhKWdt55Z6GF2WDqzw9ZGt36jBWpFGTvYqcQ6KwNtwrxnCCpiEFO1ssIKYFhyNC9PLh3O6BihnLFIcrow7GWUanDfWE+daVVnAIbU3dq0l51WOkzRBJB3eoCYTiMU4rA8PgF2exO6wEHHMBb5QS0as70VDaCLybiZtoQsQINKtwvLqGiqUzsm4N5xVhiiSUcpyZnz+xS90kjSiBCZRBK3bOrEjEmpU/qsxl1aTwTse1DDz3UZ8a2b9+eJcmGbMMk+AWJmW4Q7GCmmWbCZEx27hP5nGaaaYr+88wzj7ch0oI/BqSVmpT0pUSURcsqUj62yJ3cYqJuk2glgNIoWCYP4gOsFiwaAhCVllaKe8p4O99DPrM7lfQxCa0K+zI4toivopR5KrUq4a8yam9oSYTRiuzL6hRFNgJzDKmNVQAc69dBfkF7Ds5eQI+UhP3hFwRnWSE3g2tBZNJyUYfovDiznj169HBGOBBziimmcBE2G59xJYQ4cj0r8ger6OxNXekWwxJkQybhhDhlknaRkK46duzo1KCGo9eBbnmOpk6dOq266qo4roFKGZPUySmLZE6HwJj2pSwT+IgM0aEEUIblmCShfJKE9EMtkYeGhU+OAVvtSNLEStu0acNzID6d2x1wUTIJkcC6WQuasE9ZqjxRzmssKEwTdS211FI2BeBYsr3g+4Qg5qQoS5edUKsbrjQWjriVmxBsYSLGQDCBx6+iXio1OWLWbl1Q6zkfX7cyWQUg7rLLLoDYEPq3Fuu95557mKvoYpR0Qxi2OwNFUKH05ZdfZvkQU4QT8/CZE7CgebhP5gKt8LXSrYUELcopv40yCa0FNYIv2gp8sSS4IR+OjTlRJxe/1a0gngZfLMwCALmQZQjhSJY+ASmz+UydG6g75mzGJ2cjNHXglykCaLK6Ok2RodyB6QApppw0IU3MLnImVpMfX3yQLuUIOTZO1GF1dURC21SxnDIUgXFMmKWL/n631icBIQPTJMnCL6jchAkilUSyHZYd+MDJeZNcPYumnv6payqTGQgWTvRDSEwrki27k7M4F5OzLRmsmbU6rIxKmc8kQWawTaapidsrDVHyMSVHcinzRO3E+Q+nPfDAA+2X51uCAvUxg0ijQhIl2FJqVZbJXYyhxzojqnV1AGFK+hFUNttsM3VXHiXEIYOlNYFUj7uYUbhKQRxVuPLpSUjp5qhkXaRCFpIg4xRkNnUoIwhLT6QzvDehUeCRiGnljdmRmRktTrYDZyGsXeCweSUN8Hl6g85zzjknDgmBmnmcIDCVyLh86aYpxHrlaPIaEKaJJHJDutWKYwlQYqwTYb2khX0UC92ACHeT7+hZkAREcu0oJaQinEjj+CjQ7ZvMdie5Fl+BFFcyyk+r0A2KmZmpSDODbokl3NPdWVQ2J5jWn/EQXmcqdXGR54qLcgtNgpPYo1JQFV8M1kZTORtmx3RwHIzpGDqZEE6FJJw4ni0FUq8GbF0cYOKYiDqUTksZEiJUbBipmNxArsKGnIQ8jSUJepoIg+xHnTwNV8d0hK4P8jR9YqPENsqn41GaWYnp7OXA6uBPmdU9W6gjikMqJlSGHI8KAcwsNKWuRAKOUgxUZip2oG47ytRVMgPTVEfRhtZUzIyJ0k0FlWfzifRXNqRCVJJTBc3brIrZNJm80Bg3YIsMC4jHq8uzUZfOOKRy3FlOHYfFK1OXHbhBiFrQysblUAyUrUN5u7a0niiYSwD1ZCU5cZ8hcsIX2CQ2Lrjggsmn0t/q+kSYgG8sh/nhOwUlskdlhUwrQfNUhw8K7RQOqvM0kcahu+vJX3CyQZWo2u8McBAikNMVIKvQiUSMzRBGrNaZkoUEFRMCCx3InBkijzsdNKcx1ktLcjSG7V5jCNcFjipsOyCljuxRmiZxmGWWWXgyAWgMaXJ2zpEwdA6DoAO+1N7S5uTYVo9N6hwys8zCBcoBWQg20a3ERH8GIAbTeRJqm7KdoG2SrByxAGwqCylBLX9xzwUuCAdEOGiVHJMKkt3Qj7xMvUx/wxfekqcBfmgnnFxXDg/ybVvqCBoBYfiaygRZfXptoZHEHyk3TghCq0gpYSr7Vs+REJQufNqenQf8xB+pHS2wBuZirG76K9NZ/zIJFHJmHOmrySXPjkQl5hiM49uOX3LLJWRVdGo2Q/RUOnirqFguHPWCu91tvQAACbJJREFUCg5jogr8mKYJuau6Cxdmmhi3up0qNSkR31M6+CxKRT4NZzd+m2OIPlFOl3mp26+S9SjLdZ8VyiokZytKp46IisxvLVuOfyaSW5eHKMvzMBr9GZwZNBmlrkP2niUiPNPkJA6LFepM26Io0PGApYNJjEJmUEb+TOKzTHoK0VJd4tG/VKXcqh4BbEo98+RAOTYOyrSRzWfItCpeMVTYgxzHMy0OEjL5ieDPNmS70TZ+1MuEIjMOogQluBQm6dMkTMhzGHlcAzUBBTcvY/VUYVF8xI606k9UPXWLX1iLhmnJNYSX8gJDtIasAt3s0T1FcAXNzivCmNxUdqFPOnv5UuEacg1NrvlSSJyCrKXOiujHvRVAeCJge5j2okTpo0JLiy++uEq0KitUT7h1xaNAVn3GGWcQG585KW3Z1shjmz6R2Twz5Y7vs0x/wxcNEFQ8ITE/4fOU6PcC/gNlbMmSokGjTu5FTVhgeSS2sBRa4mRCRAuQy1jBwR2VZC7YAJ7G7cr2xA3pnJ70CwI8+MFdCI1PdBMKtn6KslU6NZA56lwm2EkAL3DyWO+RIoYcyoHpQztKCacDM4P5A4IiBj73ltSJaYFeGrRBfBXlKKP8q1C3o5i7aIYFjFyJ7dG7hnlsB1MfJTdjhYKGekFpcjehCkzXdaX7MN+A41o9BJIBh1lkCRvXx9JKBqfMdlQKYnzqhDGclgzxFMeqaFjIMqGT8oziEClZT7m3p1Zi8zEhBCfkIKR+0AGBDEROTqg1sYSc6mRTUrJ47kmb5NbyRIUJuXLc0RJOIJVU6pGfVOplEkISVDGtqMxwRqJe3m/q5MSXHSiR1ZV2pywT+R2rc7S637+EH602yAEAK2MWbPlbhmsKZXepK6NbRyOsQisvAKTNRiIMH9NHB58iBD0TD9OiOEw0cmZfepozUccewYeTJSdmSH+ahHqMBIKz1agrc3J4C6WnbFFF5sLwhHAh2SicgrIiXPPiY8tSS8fnUqaDpZWo2LuFMjzL8Rqt+iuJoZvjJidnxOF6SpGAMOnvE6l72FJpSH/DF7NwVPhClW5rDJ2mbNgvmojneMgE0lJihthwLkmH/uF71qKC1DEBsHuglyT5kTcql0aAbRKob0XPjdShsxDhDuwu5xnMco6KRlQ8evMKrWDShVDaaaz+BbkHygZZOfgnobTCnPrrAO+RHTlRfuUyaS1655NaAaL7s7F+ePIJ6QkgrzY2NoFpOTLkQi5AsU7zM0dWAssM1wd5FvX7Ak92rn7olY2DPHxk454nxPmcnOwdDiaCASM+H4wA6FyLetmxSALCGJNNibqdO3eGCKzNbAXRj8NiZw4Ok8ByARMCGkHGEwBS0eQVQ5ywBdLCaHdpVwD8kP4iqlZWAhdk+PjWkqv6DV5dB6W1PA3qwDZERdth96xNE4UIFSoQTV6jpENmJ1RgxrhzUfVZEONmspzE0hSL7wlZKZYobUfJEpTZBaTgDH5p8ipBEq+Ymhx3eqqHqEXFawXH4F3qSLYvCFtRTM6mQIw7tSZepAQQyoJsU90WPFU4DiU9gycnGAeGvEDBhEyFWerDzpmlSAnajKUB7xqe/DApCkcM40fSZy5gX5ET3969bfs0s8hEexQOqjQhw3kB61VHLpVKKmVRDIbG+AtOQeZRZ4GkUnEzop927dqpM1olMr+tqSAHrczxMQB1e1QCVk7qJ2O2lx2lD6jVwVRQRjdKZiduNhUFakJ/wxffLSRqHXjPQh266UwyBk1KDqPkD+yS1phXQ7MzRAKiHAiZs9xKp1aUmlrFEtxMBVMfTs7nA8zQhMroi02zBqqhI5ji6Y4YDrJt27beAqAhxyCe4fqwZkEP+TQbLHPnAkP8TfTADFG6m6rfd/2qDcX8EhmENYPVJU36W05niZ7XZfYRG5I2y4NcquEgCfUnhsAL2UkOhsgshJrEHg0viIlAScirFZNizSkMSvdI2L17dymGtF+TbJSnSeVYG7eEjJgFOYVevXpJSSQ4luZ4Yq9pnQIXUu/SpUs68w1WC2GZNTzFBFXEhi/WBd9+bsiugbhPvxwxZbuwrquQ/mUCu1bRjXWKk6T1fmf7jqMIAHCWcgQ2A0Uj7kothNQHuFvOYRmitUICRiA1ra4GXh8AGTcgoTyd18GIYpTkUZadTyqiajampExMKC98EgYW0AAOLGDDzkteL90mkuMADYxQ8KB2MC3KCofsytIEZnKOAMqAqpiTeRD0JBU/NzMLMZUw6QFFk4SUAkWdmAqOSWheZ/glknl8Ea7wC+rQoQMbduHwZGtdGGd+IcqhS94dsSuVzuZRIkm90hZERMehHnLzpSKI4zbTs2dPTEFIqb+9u+XFv4jHBrwZ+6lLa4UGE18qswynn1FQITx7KupFpdKn4KdSaXVmjKMyT6VPBqZkTKmUy4H0L3dL3YpiI/j2qc5/AKUrA2MSeUR7fsXBELt3PwVSeg4qFXJCIpEQwvKfMC0HPqS64BXasmMrWgsmujbCel5nXbdjGEeMYml1Y6GAUSQnmCdMUdH2DZTVwhGdGS7/oVV1JBj4kVXG55EOBFuOLxmuqUK2z1u4pQmtJd5Iu/yOA626devmJxK4YAYdJKcwFFoJe5kEMElYYKtPTxg8zY87fsGQg3uIESrwIbh7IuR1j3CRh4/iSg4CrHBjUMj58YEUGeTIHF74IYZ1iWSSED3I64GOlFBqIzekPUrW6hxl4lAp0Q7HbBJbWKwzRekP9UCYJmRa0CmPNpsrIX1alIXYhbDqtdtDQWA0ExpidcvJoGWCNiL/pVJ8Yc/8ThMciw3inAmpSzdLwC+S6GZFp8zwIjBOmUZqfCkrYgSuM240LGywLEa5PhDZoFilJ5cDFhUQb2oGwzVVZsApKB2Kz1RgIowO3MBNrzluPZq8anNUdf7MaaU2EFyuKlnj5Fxa4szf9IQ+8ghM9YK4sZ8+dNOnIpLOcjFIrTOcgiCyUXX4y+fdieLMOIjPw2KPlW7uFiJMoQ3TmhxT9gofIaCN4BgleZGZQlXo47MgG4FWMFRyKq3u2rWrlFCrfbnNecrAl5yCOVdOC5kcRMqU9UF0JesE5RI0nxWq8aWikPqz1kDzGuBmTXXi4U01FfxG+0CQTAvRYGj6QIdiVFOVjCpaM7D4VKlw3MUwi6RPqxVhFtS2nIr0EyQBDhgnN9EZB8iq6wx2vR54KNBHk9UBrvRTvSHV+NJQJzWn1sAIqwGg4EnI9lx1Pa+oNEpwpFF+mdmSPo3gCwmKWdRRPotKPlM2ykxTXdYaaFYDdYf/sgY8oPTr18/Fxy8DKkN79f8HAAD//1pHDrsAAAAGSURBVAMACgAydo3JC3IAAAAASUVORK5CYII=[/img]
greater than
6.[img]data:image/png;base64,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[/img]
square of
equal to
less then
1
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Cc8floXYJXbzyiYq1HQFXngp9UsfzO4KyI+GQP7m94Q1vwCfF8XRjaM3xZWJ5iGsk5aAH7CWhyk8qAxTe4f1fpFIMCR34h5AqkYY3sjKMKWptp03Mkf4xkK+INuIgftXma0ofavIVPcDkGBL2jGGHWOW/PmGGiCDshMlBusGSUxHjy2QLbbnllkRGNKGUlk0zNd3kElcH2Ug89VinwFd5iRGsjTEZg11lgifUnXfeWbeAuKawQjSMEEW6lrjm5JGLYWaxA2tSAwcQozGGGD8JG0pUX+E8NobOYYRsNwAjOSe5S+/wLDt06FAWJhyj2EtiE57gDMhIiGpIS8daBaYApFZS+unCtSA+XISGEnB9EcVs6uAEyCVCd8aXv/zldL/22mvjU0qwgu1E2GxH5kY6rOyeoMnOULgxbqUZ9xjpDSWGZTqcQOwi18p/umSrTblH/sJ0ikG7Oykx4sEARpZN2Y2uLKulO8AZPNgKRoSvjEB3EJyIO6KhvVBYYSQJb4cwxpkty3VdaglWzY4uFcmaQmpmYcbKcBmLbX+NkgAAEABJREFU3CBSgrYJkn00Lk5ZSgSJ9DJGEcrZFCIOG0pLy/FYGuLzn/98hiqawMUmbRNUiBQtQ7iguBRKSLrsk4Kaw1w3WQUtRM7k2fwKFxZlI3FZoKF6loAIULTCtwAhXjADPKMoU1QJEDap9V6qpTVtEzDGsIki9iZisgoDiFSLDetIUZYSgwRoRkX48orARKFkrpLgquRvfBNEFl0CIQHVJEMStenFYCFboPSTpwHA85HMijdJwiXSowLdsSt2q/R2q5CQTFcO2lFU8iBmVmxVnUfyOWMoePaVqLUBB2QYzIAziv7cWYgkRuqjZRtlWGmthgcBhDTYT6EHwZvLClwlZGtJVGJT0fI+RMWBvSABzmU1uOuaApR3OCazZzPMGGy66aZPf/rT6d0wXSPZm/NyIl2nKIqmXAcUfIzpBmpon7TJhZaSjXAraAjoPFoGwqExzsWAaVmhqStoaAtEubqqau2VV14pfxCa5EEsoqWVeb0U62uBmJA1C8VguIhKBZI677aIJGQuOt2VwSiOJlnayCf8Cwt+eFPicFJxGDF6h3SDrqmo6NiZMxmiHiTQmEuIaYWnxCC6cf5YdigSmDGeILTmahmT5MSlxdayC7po4inGCmzIXl6Qy1F9BQYTIoRWtMzCOw9luADyRl8RTdTyQC2b0FKnNlvLkWbZAiXRJPqIgnmmWO8svlKMwL311luLaJmLSMdwFLjMz8P5uTV1DdaC+DB+4AWsKRLpUqqWuQcRlWgR55aFa311FeC0LiU8XzdH5nvwzIpY1CA8XKWGKyr3NWLJGG0mRiAyJamKIKzEjlbgUbbjgcDcrB856IaYBfmqI9MaumMKi+yS2BFRRCKSFEzxzzB4IGJHiGR8yuIkDDeLrTsyl852iFYmEwigYi2etU3AKi1T0Pbbb4+OPWpV7mFM1yw+4MGKHHQ7ghXQeZcWA9r4HqSAu45HOXWudCsawgVEqYvXlTHCmViAE1atiEaXFLVNEJs4hfXdsZzFqX3FW0IVTuAqaMTYiYjvNYM/WxaReFkm043oUAI8XxoQ8XGIQuP8HxJ7kEhQWLUd8Sbr2Jcp2hQlY6xpPGPTNoFt6IqwbpZikIpNNERR7CtizGpy4hmHSfN3xFi+YW7PYj0bdulReYjmKIIpBqwD3DVx7kbIhHQD0jzEFtoA/xUoqCnATnAlEeq65Nkxw0rLRD1w0RSK1KhtAcyjKNHcXbxxpYZGwRgtxCx1A95UICxc6IPQjn3FNMHKi5kWuLmOHz+eGRtAwkpDF1li1433QbJ4sXCUdigOUpzIdKWJOyKHpRFb5JPVnIK1U6UrmueZltW4Myfy8uF2IgM5lwGeDZzXEVTPToQSsDgkBw8PUWIsxEFsza50ObgBuGIPaguIiYABcwG8RZWsi6nzqVSQ0WbWNLgbdE1FlmNbpoVFCIot6d6Wuk1wy3FyFLyqc42EO4CAIl7ASU0bujHwgNWCaPmbHUVhd5fIrmztawADQbTGUDxk4cKFWLIXPBDhDhw4UNea2ghCKWRkNoUYQJeqPHo1JpJVlcAxj2hNPNslU+zok66WS7jOu4PzMd3CKlXpZjtIgDXYCG5ZrfhicUgAh+iOJk941mdGjI8181UDchZj4IZpQ0kI1gUJE+HfoZRgGeOTKpjD0wKKs1gH/86FbjwhhBMUg1G0wGAtTaFLY9zbsihOB9CNNMZX0wmHtVkcUdcwsRgF0gRb6xpgPEQtqYUbaR0XAhJACWQwPEc2DB5wFghdmGUKfnS5li4jdDpdgD1t0Qu8BTIx6wdvH+zW68olkcjcrsvqO8/CMgTpldXch5SEorlwz5bQPQYI35AAVnmmV2U5jLXgORthlaaMITdsCHDwmJ+zwB0hjIkCxEvsTTkYYB3KVTXLBLqAeLUJeUxOpeUmJ5QjyoXuRu5tFqfTrJzWpc2AJjigGE0pMkGTDncc3GYj3YCIDHF3xCrEfUXS9fjpEcklTBUvYrrTuBXlgJKEJyYR3Nudy7GTmgWIQksy2gDbU6EKoAFlkBdOpYCbulSXMVqH0hbIp5yuEIOQJKRlPEpilJQPL5B1dJWeWh7qndYPt6ocCnVe6dBvBBJq8Ufy4VZSnfE5DiT2nHOpOTiIYehNCLdUHNmyE4iJ6gltGLaCrln4HD16tOzuFZGJGoxYQO5nuogudhwt8cFX6vDO5u2UECyFAiyuZUvaQOwn/JCzwejOQuwuo9ZkUXwBq+iAPeDHibihLlZNMT5hMOs01zemHbqmIss5iQlZDoJCCvazsW4BFLi905JCzNFREfM1bhaD68YTg2OsXircr3md1RxGWyAM6GYFK0eIw4YNE7ub3ObwMXrjgcFaN2tHAHDiZj2CF+FmnSzrSUFmRSForZHYgEMwYB241o8uIo4HQCWYT9bRgkxpEZH3Ltv5SiZadynDglsTP8bbhbiEANlIxWGYH4HEAkS44ggOARFj2RHFItrwD6EyTGaAAKQ4cGnwvEYvRtqLqwjocION1AYidni2wJKvhOaqwf/RbWEWzn3iJ5ZigsYAfOaMFKH+okeIKQWkWBWllUmvEI3xli03C+LlgL4W+RCOrn21gpEq1SsT3NYYcAVX++sa5nSO7Gi6IDaAVfcYF0c1GmITMiA8N/EyBp8e0GQgXu2GPXLxH8EUOIivGSlku5QAVZS4iegqwP8hAax6wXOvUi+LZYhO7dKDVdLQxaSWfLQByvKgIQowbBT5gNjda8umiHBW4UbiidIzOAotWBNCnlYzgMQcnFuxVTdFlxI2T7bG5MceeoRjWNsEOzIbjFmzSXcjcd0UteW5Jl3VbEGXQgpCZ4GyrLTtyHhzffdjjNddccAnB5GV6Us2UqcLprYzC3hNolbihXcDPAPebakyBp+2sFfsIXTlf5C0BAKxvjalVSi6gK61CaYQ4Cuz3H///elLyuEyxIs3NyTXMpI0xRmVF8potaOR3I26zSUQbXAI9rQW1MrQbhWCALwJMXIUutbaVAscFs8h6sZmWKwCly4gxIgxnwLZxW0mXT96GQYXYL2ySq7sWbdslwXTDX7TTTdZJDwzJLsTtdYsA6zmlU8y5vIowEhywGFqGiPd20QGdYavOQgivAd0TUXmxz5iuJZwZpvJ524tugUibrUtiupPy/60BjNl9RfcM4LWMbSihrYd1BqInibUbowV3oxNuuXkCR9Wcy+ROViAk2PYGELRqju0uR4GV4Wh+PmHiJUzqkWVLE/mhFbT9dXRtAyOkxjmXFi1KSVFjjEv/maAB0beKPoIUmYJ1pEAz9fFmzZgKXaviNDlaaIDGwq3KBCr2QXn7FhkEU+nTp2q3iF5FkajhvmknkWBh1uJyixd6zsLJOISvBgK3ZmCQ2f0SdHqONThsAKcCO6p19aIOVpW9ihqrvFZmSjg0aZgClfs+w3Pk4sT4ceOppCSsIUNOzqF4zBTpWK4MitgL+ZByApbFM+qrvOe++ABLhfEshDLahNZ2BIcD97f/SbBSEjGcRDJgYq19pU1RShEL9pMwnUB7oHRgsF1W4A2UXL8CFY3gOEgHdt8dWo3EuWIOHvGGWcwRYO92MQJ4QGJGQ9uTmIxClfKf/oR5RIaYuw/y3pstCaiCOjSIIKwqDlz5kQO6ID6vJ5B1OlcBiKMxvyc3XaOZheBnq5d7OQGYRRjMpPBiITm7kIpIiNKASvzEUyyakgU4WsOawV4eIYgWtAjAVbhVC8yoncDyuKGMjHjVM95YXatLKsxJwYp2Xeb3oPuwY2sJAYnVUDIQy3nIlubygQWERzIBwUekL+VYn4TIsZQaERRqPRxJ2Yb3Uwog4VvnnXUUUe5c5jF073oitr5Kjg4o4qQVDmOr4qDfCqtmkyS83KTYFXo4o/FixZYPmPjm7I+tXonpMEyGJJD+fnWcTBTqiLu6auD50GPRSWSQ9BzaimWKpmNi6w0jC5WYF6YTW5zFaMd1Y+j0ZQBACK+uaCzKELgccKImCONOW+qWIsY2QO6piLBiN17i1DHkZ0lWDnTFC8EI59QCvjdIr+XUrNPrjXqBbcNNiGU+KGImi3IQ8gaCJRlbkHoSSVI8YK1kys6IosywNZ+OdRVUBCZEMnseBQKC1OQqk9tpOsW4qpEqb5aSj3IM9Hh9IcNb18ORYs4R5fzxWgeyDoJTlewkw6JWLDw5Bo78MuBEMxbDPYjsDSGH4so+lyB+ZiIxm5UjlaQEqwMYhmSsTjlxsP5GRbNKU9swXuZAr0yC3Ul6anshAyFpzcNxuR3Y8IUvh0nbLiPu3qaiD3rm+Jp3tmdTqDHISNgLmzO77EOy+F5ppEkjAd7uV/b1A/Lxji1T0xWS+As0i5Mivr8ZGpl8V1FLw24FYiJbjwSsMGcwaktghMr+ykiRk9NXBeFwRhWgEh5kYqMizoge5CrkoqMNwyrWuCkzsjf4N7HGSFdw6lVfCENojbdwRHZkl/vDRszZoyD2wKRoRK7EIk3eZ2TsBD0Ao4pNNjCNZTJocuvOC9aQ+kL2KU5TAphw1TQJMI5P5nLCm4DBHj00UczVLw5hXKSTFgOCmnQo/Hg8MMPN1IlJ9MwYKUJ/1em+BSwNbmRJAlIwLRDICKmrwxDOmSWnEK0UhYQHQOTEdnzkUceOWHCBMlA7EZXVCFixsSAdxheQJhWICjCDN2OEE6tjdlA5BI4BXFJHDqamgC9G7B5EYD7uEeyBJKBRGLhQUTuNrc3XZ1kd6UhOzz11FMlPAptmYJVvuMThjl78yshi7Yp3UKfPn06X6Y4HmFZOlL75lN7Sw5cgNewQGLnepgpDKiN6IiunVGRwVXZcMsiVM8g6UL4tiNj4PsCFIoFIcRritgyceJEAsQSw6YmEQO9BRiGOGyFYjPiiRzJMRUTNEtK6gyzLChnqAtZGgmIjbaeN28ev5NZw7NhjIcB45yRi2a4RSxglwsuuICVsnC/nmIPw77yZZ/cGp2oODh6O3RNRYRoLUUoS2V8rFxgYs3SHQPixs21PKQKNIwb6z6RgpcraYku3Qp5msG8zjHcx43hKigtIHA4ht/ZxA6FFTElPpZhojxlSFRANMeJn2rylbwIAquEiMJ6PIkyBalCrUqIQjA6YIV2EV6ld79tpqCQGLil0lIyMEuyIUGhgbKVEo7GFMy1owuNzARndqZTtp+OPQExDjkb3e+uPJ+myUE3wP44G5dTpgl5JCN6Eg6bwID6SKD33CysK5fUYg4oKxB4phvPBxxKCkSxCBEJMXBgI4mHAeEBzuIFZeFV0nVq1U0sFQ+Ai0rkfmMkYcmY8WVNKrOpaoilum1YAYfOyOxs4VDeH5iyXRD5BiIB+nUE0Ist7M5AbaFLEWoraxoWoH2x0k2ImojUXqQtKearo1nTV2aGItmQFYHAadZIm8JJmEZYNtWId8IKIuvHnh8kBDVbowBHk8ysKXoSoyiz13///XmnVklIsexBaNYyEuGbW5q+bIB561ClYEoOzZP0qQsAAAg8SURBVEVEKFojH4JyFgiKAcIiTQlAZO4JniWgoGc6Cn1J/AIKPZrFK30NCHlSEQ2qGyZPnszjOCAHIWpBhPSM52u8WEHGrXiEiMBCTKQ7i8vrhiHajqCyrHazzTYTStgnv+bswrEB6AFbkKeyTHBBmTJlCgUJTI5gR+ChDL0bMAyisL6IzNdYGgRLxgsO9FKcGmWpQDy1O5ekVt7Rrkqn8PYux3MNWmBFKM0thCCXAGVfiC6dnMXpPGw6rwuTg+dTeytEEDWh8ZFp06YJKWUM53Xzy6VKcenFTP7waFwGQHDCejHAO7SESVBUr2gQLXELAUYCjkMLfITwLYXSEdiVkJJP1nd9FzcchFHRLKuQPhmtfCbs8Fk8G8b7hH0xh5oIk3MJKRaxKYqjcXmGh9IE9qMW4YPsCv9Mi04tzrrsJWZSNBE1p7Tg/52KGh8psiksFtz42Iralex4PkHnmyBrOpdgH6EYg6hLOuJviKUlAmk5SasQeyPcEmQMLSpvxU27oJCaH06JRtmutakcgx7wSMJSxdx0bc1ATUm3R2s7rpIz2lF2cRBEIjadBOAqPtt56yfAshQ92cUwypaPC72PiB2djnitYwrLsJ0uHCDq2hRAbIQIuI3oTw5wYBiA9AUcxPrOGHlC+K2soGgKxS4sW+IXtpq2YQvFo8ufFZra5E499rUmhxeJZH3DnNcZiRfOKojU8eHKWOGA/ZCkVMTQEe1O7xmgC2Q764gIcOCioIaQaeBNwBIm7UWnDmtH2rRac8xS4c255NA+1wB0h2UbWrgdWabd4XQn+mCDbHW12BMXcNi+VA+KczW/2tQB7UKS5RMG5HVWajuDbacN2JdOOW+6aZsDUCR+VYubk8G6LVB2aaGn6zhNZYWoFfSpTGwVJToua0xvwKRzqVRIteNIA1roLRRXJUWkV4S88bQMXmKXHikR/00GXMclIQ/vonNW8IrosisfpJu2hZMQW1qqLBQn5SDUx5AKsQfSbf3mmqa3D6PNQmRIdmRIRnYEMdA9W+2Sry2Lh9it7ZqKuk1YQfRy2hW0fo9lV87WK2cXx1w5G/XYxWWFn3igwEzfQZ3ltqqK7zHFsp4IlIrGeGDMA6DrbMpzxID3JVmNC6Urb6kfg68SbWSbduUzvMR95QnFgdJYWb3EwX3nX7J07fYLh/X7cdm+M5CRSnjVm0Sb7nK2bqgStnO50MgZjmZBRYCLuLyVLkoFEni0pCKsVFg9JKB0chtbBk/znOhZsocQrOxapvA0BiIayjF+BuPwKAHu7QLkzSFdrbuF2xs6vEBFllkC8gRhuja11PXLvGAmesDwpgq3vvYRBE/NhxxyiDMuPw/qIa8vnoKZrgVzNLcKbwylu/y7rB4r1FS0eujx0XiKON6K4IwbK6L96uZnBj8CeT8su3TbtBu9TKxI3yWwJgizv85YHutaFmzp9l34q+vImopWV82uzueqbrw6a7eerT8lsMqs1TkVqTr7fgK/HvtluO/j68gqgSqBKoEqgSqBpgQ6pyJVpx/ujjnmmEmTJo0ZM+akk06aPHnymWee6Se45uTgl1122bhx44LXtkqgSqBKoEqgSmBpJdA5FVll8ODBrjsXX3zxrbfeOmLEiNtuu+28884bP358+ftuxgSmTp16zTXXBK/tmiaBet4qgSqBKoHll0DXVLTpppsOHz7cBgceeOCoUaNmzJix6667uirdfPPNiIG845111lkXXnhhKLWtEqgSqBKoEqgSWFoJdE1FFrrvvvu06yz+v6beYIMNBg0apLvuuutqA97xbrjhBsMWLVqE8sADD1x//fWzZ8+eM2cO+l133YXYhPsX/2lSKl4lUCVQJbAqSKDyuGIlsORUtNFGG2Fh7ty5+VdXN9xwQ90C8s2xxx6bv3V4xx13jB49esKECX5YOvTQQ6+++uoyLMiJJ564zTbbSFTp1rZKoEqgSqBKoEqABJaciry/7bvvvocddtjOO+98/vnnb7XVVqYV2GOPPeAbb7yxdsGCBX5JGjt27BVXXDFt2rT2f94jw5r3KrMqVAlUCVQJVAms4RLolYoiGj8anXDCCZdccsn06dNHjhy5/vrrh542/+ZK/o5hfjpyJZo0adKee+652267hZKRDz744JQpU+bPnz9s2LBQatuUQMWrBKoEqgTWWAn0SkV+BCKX/fbb76CDDtppp50233xz3Rbw6w9K/tk7F6bjjz9+4MCBs2bNOuCAA/xc5MckXwNrrdVrr4ypbZVAlUCVQJXAGiiBXukhaeaee+7J1aebdPIPfPnRCEycOHHmzJm77LLLLbfcIiE1p0hLN95447x58+69994mveJVAlUCa5IE6lmrBDpIoHMqysNabkWSSpAOsx/zGOnq9ttvv/vuuxcuXHjdddd5ndt7773PPvtsg9t/EzriiCNcsK688kqPdQZUqBKoEqgSqBKoEiCBzqlowYIF5557bv5Tt8svv/yqq67qljwkre22284vQ8YsWrTo2muvHTdu3Omnn+5XpVGjRtmgCSh+QHI9MqtJr3iVQJVAlUCVwJosgQ6pSJ7YZJNNxo4dO3fu3PmL/xx88MH5NahdUoMGDZoxY8Zpp53mMjR8+PBzzjkHMmLEiFNOOSX/EHqZIplNmjTp0ksv9eNT/q5S+dS/SF2tSqBKoEqgSmDVkkCHVOTW0vczSCqDBw/eYosthgwZIoHtuOOOrj7HHXfc0KFDpbTmUt2SWd/3qiOrBKoEqgSqBFZLCXRIRf11zmYe6q816zpVAlUC/y+B+r9VAquPBFZgKlp9hFRPUiVQJVAlUCWwIiXwfwAAAP//9QRYHwAAAAZJREFUAwDpo9StixhZqwAAAABJRU5ErkJggg==[/img]
1/3
Mean= variance
Mean=2 variance
8.[img]data:image/png;base64,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[/img]
3 Mean=2 variance
2 Mean= variance
Sampling distribution
Normal distribution
9.[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAS0AAAAaCAIAAABtiZ0YAAAQAElEQVR4AezbBZBcxxEAUN2ZQWZmZmZmlpnKzMwoM2OZLbNjZmZmZpBRzMzMkLykk6lfu3t7u+dTTi79q67R/J4eaO6ZLdX+M//LJZBLoKklUNss/8slkEugqSWQ+2FTayDfP5dAs2a5H+ZWkEug6SWQ+2HT62BKniBf++8hgXr8cPLkyeX5cL9NBNl+QjagM2nSpAbMqnxKAVONdex0gEZZsFEWSUdqQGdKaKHJmSo+QDGmpKwqJCs5txJkPX5YW1v76aefHnnkkS1atDjooIPOOOOM888//7jjjjv33HNbtWrVqVOnIUOG3Hzzze++++7AgQNramoq2bIkzciRI++55x4bPfLII9NNN11JmsZCYqp169a33nrrVVddNXz48JqaGu1bb731+uuvN3gLVtuyZcvevXtbwYLkc8cdd+g3GCzy2muvkWqDV/iLE2nh8ccfv/baa2+77bZbbrnlpptuuuuuux599FGC6tmzZ1WLn3TSSaussgpTwVRVExud2AHo6O23337xxReZnPWxwxgGDRqkXwZM/Oqrr9hMu3btpoRP1uOHTnbDDTd8+OGH22+//fTTT//SSy899dRT6667LvugmA8++GDixIkc8thjj/31118RVwXyEq44s1kTJkwgDht98sknPqc0zDbbbP/4z9+IESPs1b9//xNOOOHkk0/WLwnYHDVqFGcrOQqJ/WeeeebMM8/UHz9+/LPPPst8v//+e5+VAyHYKOgFhVNOOeWwww6Lz0ZvWSGLLL/sAgsscO+993LC5557rnv37nhkAAT1zjvvlJ+YHRVYSdt2LD5xlyX4P/e//vrr448/nqb69etn63POOWf33Xe/++679cvD2LFjyUE2+u6778pTNmC0fj/87bffbr/9djZx3nnn2WD22WfHRqtWrS644AKmOffcc2+zzTbaeeaZx2hABIxoYVJHPwu0Imn88ccfkFbYcccdo6NNUNfcRFBXp3hiFrP88ssvtthi5s4yyyzaxRdfnGIYnH5JEAsRlPGrFVdckXVefPHFpvND7UwzzcR2dQLsDqJfV3v11VdffvnlvBHBVlttdeKJJ55++un6BRDrRFswFJ9lhoKA5DnYlVdeGZ91tTSy8MILG91///1p/L777pNGnKpPnz6QFQLDvfHGG+edd16GJPKWmVXm2GWGihdMxKkTNPEpMy+66KIws846q/aoo47SZq3XZ0mYa665Zp555gEDBhQnz1i55KwKkfX74RdffLHbbrtJhiuttJJFZ5xxRm3z5s1Vp3vuuadiY8yYMRJF27Ztf/nlFyGTGUniTqYdNmyY6e+9915x6EX25JNPKr0+/vjjzz77zJrhEsx36NChKgf+OW7cOIvIvb///nukzS5dugjJNkIviXGPL7/8EoFPYNPBgwfL0m+++aaJMFmAYX/KbMYk64Y0g52+ffsefPDBW265JXo0Ap7kJnDiDsb6jz32mGV79OjhkzE5vE4Ar/v5558plSuuvvrqzgBjSF1n2Y8++ij2sjugxdatW8fWaIgr9eGljtGjR8emFhTpeIIFUQId4urcubN1fGo7dOhAvPrghx9+cOA4mCFHfeONNyDVkMIlgiyoO/gVxWE2iy/uBy8WNEQOlhKORTGfFQIJU9MMM8wgpugXz1Ls0Qg5xC4k0LFjR6yhdLyuXbtKRIbg//zzT3jHMFQSELdp0waxUWqKDltSXJBefK688spki4ClabmW1vG0gFG1b99eoLG1zwDJ3KYykGgCExN1AmJlqmSxMD611UL9frjEEktwQutiTJsOwc6WWWYZuoQcPnz4K6+8otCT5XVQ4pkKL7nkEmWtCKq+wiHKBJztuuuu80kHKhadWMpVc7/99rOOIEoc8HZnNK6m6A855BCdBx980GoXXnjhaaedxlgjC6H89ttvRe5LL73UldW+VAsZENKxJry0xmTp1VCwI0zY1KUOhqYlfBch4d9lmOdwXaGEYs4+++z333/fshtuuCGxSF+77LLLcsst5/w8f4MNNlAaYJzdWEdsEi/4Ce9yVOtAckvVrwP36tVLkDr66KPV+eE8+HLIV199ddNNN0XpYmaLzTff3ILwoo9ATjhE4ai8EY3PU089lWzVioR8zDHHpAzs5DKe01KB8yNOIGKSpE8R8KGHHtIpA0KhUdFN+/DDDzu/2/UBBxxAxTDFIIiwWnhnplBC88l1pSBVFXwW2O6BBx5I+C+88AIR6RhVLqqSVB+USLkUyrvgMU5uhx9+OKExHpgsYNyp9tlnH+2+++4r9zonCdAp77UUvccdxKwQeAQFhyTh8MOffvrprLPOUqYyMzpFCbjxoYceSp4ypwANE66rE2A6CTsVzTIen4Gvqq3fD9NyoZIw3ISkDwbnU7YUvEWyp59+OvyHmfJJlTcjFmPuvPPOoEQMuPHaa69tNffM66+/HibMd+ONN/Zgs9Zaa1F5WJt6QHRn03LUtttuKw/vvffeakjLPv/88+QFmClD5z9zzDGH6LvDDjvYjpotG0A6Epq0JmuRF48K0UfL4mVaCkMsS/M0NZtjUBVLMkURKxwYck+ef/75BSCUnHmppZaSHDbZZBM6doCwJLOWXXZZBBIsva6//vp0aS6MSIwXJ8GsLDp06NAff/xRFDMUazoYXTJi5Rwk+WjZBy+VbL2UqEFkThcV+BVWWIH85VsntIsz2Aief37++ecChAcSenFyyAQLLbQQ8TZr1ozrEqZOGeBFRumUdfJDx/YJWLm2GIQPTk5o6hdeJJ660ZAMNkGWnudYUzwSHLfbbjsnF5ERLL300rIu3WGWfNZcc021sa0ZEi3ff//95EaqKBOIaDwNsS0EI97CeEQEU0RbIqUyq4U/m5W1ZNmCbXAtnHomVHlhVsgTCBhtSF4mfOCBBy677LKS+dCCzIMKWALZ+mwAVOGHTmwD/qNNwA5EFObCPmjXzR5XzAiBtKPlmcTKXrlNdi5F4ko733zzIQMhHcwwIBc2GELUAmRavgEERXcnacTtn8TFOWKSCVUORM+m+U9UCAK/WQmkayc54ogjLM5V2EoaCkvl8DDNmzfXSiOUKjAzApQ4YhAOZghgWQvD29V4W2+9NfZhqFOLTR6iIwk4m9PiEfv8BHeLLLKIALTgggtaE19zzjmnwyAWYrQhBDKMY8SCai1DJmqZlLnffPMNuyFAezmGACQz40I0EeypQ5/VKhzEaVEpRUCbYnOLLbawVCyuUwaw5jACnySz2mqrEWAZYq7FUb1RuWgIHFxLdlIOUIQhyTk7F4Oe98RESN6o5U5agEEtpqgMEJEACsMr0NCIoOwzAQd7+eWXBVOYPfbY44orriANLFOKJAZJzqnVCUsWgtEQFwYh1fDsh4qxKRbAi7MMjK4lGARCMGfTIV5tFsRQgUAMwlQWX3m/Cj8ME2HoAnDaIGzUEAGxDBw6JeNAEMx369ZNgPf8ID1CJiACc6lNsAykvk4YR/Tjxghpfe0666yjBXbRAlGTEVOV0B61E4tfcsklqeGaa64Jy0YW4Hg6HoS0wJo0oQNiu/hUk3gQlhtlJD9sGAU4UuoohvWBuVpaEYZ0AF60eNdCAuwDn04oPJGP6bSbDq+PzKZBJpwHsRZQv1as0TJobUjGFGJhkeGcTiIYW4Q8+Ri31/L8kLY3W5Lp27ev81sBhM05jH4sqGOK82v1/wv/+0c6NWWjjTZS/fIZb1FGspSpr8MTRC6luDxMNZLteuuth74kUASCkDN20ASzOuHtin/9AFanw5+VWvJtQYkrwBkNdpxBWuNOLMENhQOrsKRQBKFlHULTAsKkDvIX8YM1YldKKGckQFyzXmQItCA6oWWfCYhI7BAiLZiQVXWq8EMntrQtExs+qR8PAj/+8UmdxMHyDMFr1WZCqYuT65PPBCY6NOVRWyBN1zFdm+37jB1lHlN8xkmEyUiPLlRipGBmiFFyQreOvfbaKxIIZEAsoua0KQw3SAKNoTg2XuhAGlFD8nA+AC+92BR3JoKgV70k+zYKj1KLNYubwj18hsRESgdGZhGOxGFid/zGIrEmMlMASm0sKIHrB73FQwgwltKyQkj08HKd1ewuiCjdRQqVgpCELAuszaczaIEa0u1LytIvBst68oFn0GozHRypPlR9CmB9GJA6ajN2DEMFhKBTEhzb/U2B7crnEojGnUILQvt40Q8I5bL1sCWVV+Cjxb6OwBR1kAM7DKRrs1SpLojzSG4kg5KoQ7BoYHgXsVvcEB2xVUlVEUF6ERpC8kZDbukTJsCONiIlSwWm2rYKP3R6q5Ms09EJa8aJvUUpMQzz2BMI9RH41MqEBKQmcdP1WQxWCGRIPxZnVZBJMfEpn9gL3hRDLmMeOYVSlwfPG0pfQ/TKORXDLVq0UCDBJHCJd3gB28FIDd5qltIJ1uhA3w2EuBmcmsqnNMWdgsBzQiTVYJCCLYUGRNDBvr41aRcN8CnkM3Q1kggtaeNFLHCB8Su5Za3vGMhiKbZCmD4jA1hHf9ddd9VaVotrh2fiqgPn5NKKQBthjQcqVbQemUibyWLWlLhm6yQIB/bjrSQPKXnKnBi3js8EzMtzq0/lrhZ37qihd288bvWesuK0RhNg1h1YKSsmJmRxx01MmCNbBhOxGCbESyboOao2gDZ1XAvt6N5R8LzEzTxoYUeexIJRS4ks7gLOYAuCMl3BSTg6pIoXHSIlN1ogfLGA5zuJm4tbj/ukZLjqqqsic0JxR/Gs9Rn60kkgTHg8E1YSptpOpX7oBFGkKWnogCU5us3w4BAU5pQMjquAkKYrlojL4NToruCyB/oEjF75R0aiiMIannS0Sn8PLWE6nulDgqHsMBo0opTiRFhCyb4ZopRIynxeDmTfQhqLkRgRJ1ChwYsIHspjyK9GbBpBqJwibaGK3nnnneVDB0PvCUGRo0RBhgty0LGL8KkE0AfYN4tqKZUQdBSivO6JJ55gDd4hvFW4C6FUHbjO0aszkJLHFcjQqzubvGdIBoOMg3EYxdhmm21GhgonKuAwzqNEZFLKrajqBS9ehBjGXJLRYRleSsiBm0FmQcmnPFGzWVbVKoMZJYTwMX2g74bsxV+fciPV6IfeRT23U3cqxgAZYIoOfjmSaoIcfNYF6lK3ZZQe27guMlt4LNUhbZKJmOUTCIuCkR3ZugqFriETcDaPMVaTn/0s4X2FsclmtOD8eGSliNUFTsio9Anfcxe8Vwx2yHvVQd4arMwGhHJxkFjEO7WV6OY10XSGR600woEtkgCxk+MlYartVOqHGCAdL5YMSxGIgdiJVWHViyVPcB9DoFxxQzPqiu/yKjD7+bFly5Zskb3CB7AVpskUZDP1A6TbMEHstNNOTAfncppHZxZmyI+E3hiTPTF3juQBwI38oosu8sMUISITybxMsEhH8oLinI4Nn0DBSaOcny6VYWKEG7lR1xh9hxdZaVRYtb7bhdJO0c/yvJ4J/9gM3xNiKMZRzQUcCbMO/RV6OgAAAw1JREFUzA5YAHPhZm75MqqCx/ubQM5tUDJNE0UKiwsl+qIDdgyxBulLGOarPMrVH4MmOoBRIQZfVuOKdvEOhDWnsinPZx8k6WJDSojFJlpgf2yISD0LIYYP0OeHWJNYyJm1YQ2NjUgmaLS45gykZAtezawhExgieb7kSAlpimDqEZ+UBBQTuVYazXacwc3TRcP6lOtd3RYEFZbjguf8ok9IxkTWzw0IB41kJT5mbclqqgNKF6QIB8s0QoPChPU5HsmQkvqIFlyexWIGIJTIE3IALXiDsQuFkoksLQSzWyYKSdfcco011vD2KxSqvxBbx1ACVoRZyyZMtZ1//3/8SuZQkhjsgd4hPGRJCDGL5viAKIIlKQKBuMUsYlRicWX30xCrIqza2trAa32ScnivvESsjIPhElOolskCqkUsUbC8UJJPQBDmUpjDuC2YbkHSV0hwCdEBDYjpOgkkOhEhlnIAUwzZSJKBFMXZJTUrYr2qO5hRKzMsNy406H06Km8hfaNlgF6dULS2USLDi7ns2HTgwGmIMYlBjBs9x3AM8uTVdkRj1COkrfVBsEb+JO+TgpyflPQJUEAhfLWW9U0PYkMg+jhS7IWmlMrwivywPP0sEA4yR8oiRQp5w9VOvZDFC3NyC0/gRcKr+JsdTf04Q3xiQXWNTRC7qJXYkk/SDhotsch1vBe/OMoOWQ2G7qQvNIgLwLJmWRbejUZMIRZVKNbIk6zYsBWMkiE5U3SsCWkifdE+G0ZQF1gKF3WN1ouvtV+9RI1CULBRwWdWrA3YzvSCBRuwSF1TClYu+KxrViPi/+KO9U5Xm8nPgkLlZyZw5YygVmB8yjOpW/iQT1QZHjwqX7NyymKOijGVrxaUxSvAgBid0m2ldemUPke+flNJQMhXWaiKq7I5fijPR4bJnlztox4OjHLXLxNKlfjM2zISyP2wjHCmiaGq3K+8RLi0Gq+AhscWYPLPYgnkflgskxzTQAnU1NQ0cOY0Py33w2neBHIBTAUSyP1wKlBCfoRpXgK5H07zJpALYCqQwL8AAAD//4+mpb0AAAAGSURBVAMAAW4anusNrrkAAAAASUVORK5CYII=[/img]
Continuous probability distribution
Discrete distribution
1.5
2
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[/img]
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3
Asymptotic tests
11.[img]data:image/png;base64,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[/img]
t tests
F tests
Chi square tests
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[img]data:image/png;base64,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[/img]
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12.[img]data:image/png;base64,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[/img]
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np,npq
nq,npq
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p,q
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[/img]
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15.[img]data:image/png;base64,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[/img]
[math]z=\frac{X-8}{64}[/math]
[math]z=\frac{8-X}{8}[/math]
[math]z=\frac{X-8}{64}[/math]
[math]z=\frac{X-64}{8}[/math]
n-1
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[/img]
n+2
n+1
n
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[/img]
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18.[img]data:image/png;base64,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[/img]
z test
t test
F test
z test
t test
[img]data:image/png;base64,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[/img]
19.[img]data:image/png;base64,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[/img]
F test
origin
symmerical
20.[img]data:image/png;base64,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[/img]
positively skew
negatively skew
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
Both 1) and 2)
21.[img]data:image/png;base64,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[/img]
Neither 1) nor 2)
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22.[img]data:image/png;base64,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[/img]
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6
23
23. Degrees of freedom for statistic chi-square in case (3X4) contingency table is
20
12
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24.[img]data:image/png;base64,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[/img]
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[/img]
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Mean=Median=Mode
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27.[img]data:image/png;base64,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[/img]
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[/img]
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Information: PG TRB|PROBABILITY THEORY|UNIT X |MCQ