IM Alg1.4.6 Lesson: Features of Graphs

Diego is walking home from school at a constant rate.
[size=150]This graph represents function [math]d[/math], which gives his distance from home, in kilometers, [math]m[/math] minutes since leaving the school.[br][br][img]data:image/png;base64,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[/img][br][/size][br][size=150]Use the graph to find or estimate:[/size][br][br][math]d(0)[/math]
[math]d\left(12\right)[/math]
the solution to [math]d\left(m\right)=1[/math]
the solution to [math]d\left(m\right)=0[/math]
A toy rocket and a drone were launched at the same time.
[table][tr][td][size=150]Here are the graphs that represent the heights of two objects as a function of time since they were launched.[br]Height is measured in meters above the ground and time is measured in seconds since launch.[/size][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br]Analyze the graphs and describe—as precisely as you can—what was happening with each object. ​​Your descriptions should be complete and precise enough that someone who is not looking at the graph could visualize how the objects were behaving.
Which parts or features of the graphs show important information about each object’s movement?[br]
List the features or mark them on the graphs.
In a bungee jump, the height of the jumper is a function of time since the jump begins.
[size=150][table][tr][td][size=150]Function [math]h[/math] defines the height, in meters, of a jumper above a river, [math]t[/math] seconds since leaving the platform.[/size][br][br]Here is a graph of function [math]h[/math], followed by five expressions or equations and five graphical features.[/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br]Match each description about the jump to a corresponding expression or equation and to a feature on the graph.[br][/size][br]One expression or equation does not have a matching verbal description. Its corresponding graphical feature is also not shown on the graph. Interpret that expression or equation in terms of the jump and in terms of the graph of the function. Record your interpretation in the last row of the table.[br]
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT4AAAEuCAYAAAAX7n6rAAAgAElEQVR4Ae2dW8wdVfmHERMvpBy8IeEkqMFEYvLvBUYvRIkxJiQoTVCJGIXEwIUarQl6YWLgRkOQAIoSUECwHNpSsC2UUymCIiJYpFAO5VAolJMJ6A3hwpj559l+b7u+tWfePYe1Zmb3+61kMrNnzaz1rt+seeZdhz2zX6EgBaSAFFhiCuy3xMqr4koBKSAFCoFPlUAKSIElp4DAt+QuuQosBaSAwKc6IAWkwJJTQOBbcpdcBZYCUkDgUx2QAlJgySkg8C25S64CSwEpIPCpDkgBKbDkFBD4ltwlV4GlgBQQ+FQHpIAUWHIKCHxL7pKrwFJACgh8qgNSQAosOQUEviV3yVVgKSAF9gnwvfLKK0W4PPXUU8VDDz00tTz//POFFmmgOrDv1YGmKN8nwPf0008X4fLzn/+82LRp09SydevWYohl7dq1xZYtWwbJu6y82HPPPfeMxp6bbrqp2Lx582jsWbdu3ejsufvuu0ejz80331yMyZ5bbrml2LlzZyP27RPgi0t8yimnFH/4wx/i3YP9/stf/lLs3r17sPzjjB988MGJhxzvH+r3X//61+Lll18eKvupfGkt7Nq1a2r/UDv+9re/FS+99NJQ2U/l+/DDDxcvvvji1P6hdvz9738X+P71r38V++23X3HGGWcMdR2m8hX4piRZtEPgWyTH1A+Bb0qSRTsEvqIofve7303Ad+CBBy4SZ8gfAp+vvsDn6yPw+foIfEVR0Mx973vfO4HfWJq7Ap9fcQU+Xx+Bz9dnyYPPmrk0dd/3vveNprkL+F599VX/6vUYqz4+X2z18fn6qI/P16f3WGvmAj6WsTR3BT6/Ksjj8/WRx+frs+Q9Ppq5AG///fefrNkeQ3NX4PMrrsDn6yPw+fosafBZM3fZsmXFkUceWXzlK1+ZwG8Mo7sCn19xBT5fH4HP12dJg49m7sEHH1z84x//KD784Q8X559//mSEl31DB4HPvwICn6+PwOfrs6TBh2cH9AgGPrYB4tDNXYHPr7gCn6+PwOfrs6TBZ9BDohB8/KYZPGQQ+Hz1BT5fH4HP12dJgy+UJgZfGDfEtsDnqy7w+foIfL4+At+CPgKfX1E0j8/XR/P4fH00j8/XZ7BYgc+XXuDz9RH4fH0EPl+fwWIFPl96gc/XR+Dz9RH4fH0GixX4fOkFPl8fgc/XR+Dz9RksVuDzpRf4fH0EPl8fgc/XZ7BYgc+XXuDz9RH4fH0EPl+fwWIFPl96gc/XR+Dz9RH4fH0GixX4fOkFPl8fgc/XR+Dz9WkUG/7zIj6x6fv9Bb5YwcW/Bb7FesS/BL5YkcW/Bb7FerT69f3vf784+uiji89+9rOTNf+ttQAMDznkkEkcLxsI4+yYsrXAV6bK3n0C314tyrYEvjJV9u4T+PZq0WoLsAE9C3h2vEPPAnHmCRLH7zr/uxX4TMHytcBXrovtFfhMifK1wFeuS+29MfiAmr1GKo4jUV40Wub1/fe//y3C5UMf+lDxs5/9rPjPf/6zaAmP6XP7gQcemHzOsc88vbz47zCfT/SO6TMOEPP5xD7z9PLiv8M8aL1j+owDxHw3ts88vbz47/ALL7wwGnseeeSR+fu8JK+TWrFiRbF+/fpJk9bA9sc//nHyO6ToueeeW7DEgY91h8uhhx5afPrTny4uu+yyPQvp8iHkIZbLL7+8WLVq1SB5l5X3iiuuGJ09v//970elz5js+c1vflOMzZ5rr712NNeLe3vuPigO4PDy/u///q9Yvnz5ng8VNwFfDMKjjjqq+PznPx/vHuy33s7iS6+3s/j66O0svj5z93YW4Bb22/HCUCBIk1fg8y92l1j18fnqqY/P10d9fL4+M2PLmq6M7gI9G8wIE6nq4wuPYVseX6zI4t8C32I94l8CX6zI4t8C32I9Gv+6+OKLJ/17diKe3jHHHLNnJBcIWp8fgx3mDdrxVWvAx8juWIKauv6VUFPX10dNXV+fuWvqUhybx3fiiSdOzeMDhMAPGIZTW3wZ/ufxCXzVKsnjq9aGGHl8vj7y+Hx9BosFkgJftfwCX7U2xAh8vj4Cn6/PYLECny+9wOfrI/D5+gh8vj6DxQp8vvQCn6+PwOfrI/D5+gwWC/jCv74NZshCxhrc8K+ABjd8fTS44eszl4MbfpHaxQp8vm7y+Hx95PH5+sjj8/UZLJZRYHl81fILfNXaECPw+foIfL4+g8UKfL70Ap+vj8Dn6yPw+foMFivw+dILfL4+Ap+vj8Dn6zNYrIHP3uU3mCELGWtww78CGtzw9dHghq+PBjcW9DHw8Z/fMQSBz78KAp+vj8Dn6yPwLejDvzYY3BD4yiuMmrrlutheNXVNifK1mrrlugy+V+DzL4HA5+sj8Pn6CHy+PoPFGvh4v98Ygpq6/lVQU9fXR01dXx81dRf0AXwf+MAHSl9T70uYJ1bg83UV+Hx9BD5fH4FvQR/Ax8Irr8YQBD7/Kgh8vj4Cn6+PwLegD9A77rjjpj5W5MuXL1bg87UV+Hx9BD5fn7kDH29X5gWk8WLz73gR6XnnnTeJX7lyZa1v6iIR4ONjQ7zEdAxB4POvgsDn6yPw+frMHfj4rgZTTsKF18sb+PjGBp+f5DevqedLbHUC4Dv55JNH839dgc+/agKfr4/A5+szd+CLiwMAzUsDikAwDICvztw8wHf22WcLfKF4wbamswRilGxqOkuJKMEuTWcJxEixCfRsCkoIQUu77KtsxD3xxBOLliOOOKL4whe+MAHfRRddNElzw4YNk7duUKn7Xm688cbirrvu6j3fqnKuXr26uPPOO2VPRV1Ys2ZNcccdd4xGH+y5/fbbR2PP2rVrR2XPTTfdNH8fFDeoATreo2ehCfhef/31Ilz4yhojuvx747e//e2kqUxzedeuXYMsmzZtKrZu3TpI3mVl5iaieVAWN8Q+7HnkkUdGYw/Qw6sZQouyPHlI0dwtixtiHw/xMdlz9913zy/46MuzT0kCvybgM1jamqbu+eefP2kq4yUOHdTH518B9fH5+qiPz9dnbvv4yvrzAN/y5csXlRg41gGZgY+mc53jF2WS4YfA54sq8Pn6CHy+PnMLviqg0fRlSosFfgPJWcHAR7o2WDLrnJzxgG/37t05s2iUtgY3fLk0uOHro8ENX59asYCMvrgQcHYiTV9Gcm0uHyCrEwx8eHux11jn/NTHCHy+ovL4fH3k8fn6zKXHB/Bs3l5Z8WwOH03fusHABzjH8O0Ngc+/cgKfr4/A5+szl+Dzi9Qu1sAHLAFfneZxu5zqnSXw+ToJfL4+Ap+vj8C3oI+Bj5+Ar4m36EvcLlbg83UT+Hx9BD5fH4FvQZ8QfPz7g7+7DRkEPl99gc/XR+Dz9RH4FvQJwceo7tCvpxL4/Ior8Pn6CHy+PgJfCfjGMKVF4PMrrsDn6yPw+foIfCXgY0oLX10bMgh8vvoCn6+PwOfrI/At6BM2dXnpwdBTWgQ+v+IKfL4+Ap+vj8BXAj7mAQI+b66gL2v3WIHP11Dg8/UR+Hx9BL4FfUKPj12Az1535UuYJ1bg83UV+Hx9BD5fH4FvQZ8YfPzHd8iXFQh8fsUV+Hx9BD5fH4GvAnxMaan7P19f4naxAp+vm8Dn6yPw+foIfAv6xB4f3t6Qb2kR+PyKK/D5+gh8vj4CXwX4+OfGkCO7Ap9fcQU+Xx+Bz9dH4KsAn72soOzVV76kaWIFPl9Hgc/XR+Dz9RH4FvSJm7oAD49vqJcVCHx+xRX4fH0EPl+fuQYfULrkkkum4MT8u/Xr1zeahxeDD9kA31AvKxD4/Ior8Pn6CHy+PnMJPsDGX8oYdWUQIvzgENs2FYU3Mdd92UAZ+BjcGGpKi8DnV1yBz9dH4PP1mUvwAbQQdmEReaWU9cuxbvrNjTCtIV9WIPCFV2J6W+Cb1iTcI/CFakxvzx348PYAX1mg6RvHAa+y5upbb71VhAvf1T3nnHOKHTt27Fm++93vFux/4403el/4Dunjjz/ee75VZeU7pNu2bZM9FXVh8+bNxWOPPTYafe65555JV0/V9ex7/5YtW4pHH310NPrAip07d5ZhpHLffpUxPUTg6Z1yyimTJuyJJ55YsNgABOt47h1N1bLmKh/rDpfDDz+8OP3004vVq1fvWX70ox9N+vnuv//+ou9l1apVxa233tp7vlXlvO6660Znz8aNG0ejz/XXX1+MzZ4NGzaMRp8bbrihGJM9N95443yBD4jRfLUXCLC25mwT8MWMLuvjI20GOCyv+Jycv9XU9dVVU9fXR01dX5+5a+rSbI0HLPDygF5q8CEd4BviZQUCn19xBT5fH4HP1ycb+PhKGVNNVqxYMWmOWrP0zDPPLK655po9AxC+edOxeF80dcNg4GMwg8GNMNDnVwdcZR4f6dgIcZhmH9sCn6+ywOfrI/D5+iQHH8ADdnhKQMOmnFhfG9BiP/FA0EZgfTMXxwI6oEqw6SuWDumvXLlyki7eIXnVCVXgIy/K0HcQ+HzFBT5fH4HP1ycp+PDGDjnkkAkoZn2XlmYpkGrzincgZ1NNSCPOC8gasAyIvgxFUQU+S2vW+anjBT5fUYHP10fg8/VJCj4A1HQgAACOIVSBD68R77TvIPD5igt8vj4Cn69PUvD5WRWT5ud9990367BB4qvAB5gBX13PMZXxAp+vpMDn6yPw+fpkAx8DCjRDLVgzGIgsX758qnlqxw21rgIfXiw29+2ZCnx+TRD4fH0EPl+fbOCjbyycdgIEbZCA7bJ/U/im5o2tAh+5Ar6qv8jlskrg85UV+Hx9BD5fn6zgA34E85psEALvicGHMQUPfNhqZenLZoHPV1rg8/UR+Hx9soLPPD6gYd4e5swb+PBQ+wa1wOdXXIHP10fg8/XJBj68OyYTM3GZpmI42gsQDYq+ef3Feh4f4KZfss8g8PlqC3y+PgKfr0828JEt8AMaIfTYT3+ZNXt98/qL9cCHvcC7zyDw+WoLfL4+Ap+vTzbw0ZyNgeebMmysBz7KAvj6hLXA59cHgc/XR+Dz9ckGPjw9lnkJHvgoA+ADgH0Fgc9XWuDz9RH4fH2ygY/mIf178xJmgY/+yj5BLvD5NUfg8/UR+Hx9soGPbBnAYER0rP/WCKWZBT5GdfsckBH4wqszvS3wTWsS7hH4QjWmt7OBz/7jShOxbOnTe5ou9vSeWeCzlyJMn5lnj8Dn6yrw+foIfL4+2cDHQAB9YlVLnwMFvgT/i50FPkDd5k0ydfIuO0bgK1Nl7z6Bb68WZVsCX5kqe/dlA9/eLOZjaxb4+O8xnmtfQeDzlRb4fH0EPl+frODjjSb2Fuawf2ze5vEhIVNzAF9fU3QEPr/iCny+PgKfr0828AE9/u3AG5AZGAj/8kV/WQhC38TpWF4nH/YbhmnThGY0mVFY8q8LqlkeH1aQZ19TWgS+6ese7hH4QjWmtwW+aU3CPdnAx+AGI7oEYBHCibjwd2hQnW2vyQkU8SgJQC/+BkdV+nXAB8T7GpQR+Kqu1P/2C3y+PgKfr0828AEIg0QMPsCUA3x4e/E3NoCvgdCTog74sDl82YKXXtc4gc9XUODz9RH4fH2ygQ+vziARgw8YGRR986ZjrQm9fv36giVsysb5cHYI4DC1P//5z0W4HHbYYcWpp55aXHnllXsWPup922237Vm+9KUvFR//+Mf3/A7jUm9jx5o1a3rJq47tV1111eRD63WO7eMY2bO3XpbpffXVVxd8NLssboh9Y7MHZ2jnzp0hEmZu1xraBFB4X3xJjQEO+tuYyMxvmp/EtwmcR/+gAS1sfjYB37vvvluEC1NVSPPtt99etLzzzjuFLT/+8Y8nttvvnGu0ev755/fknTOvOmnff//9o7LnT3/6U/Hcc8+NRh/sefbZZ0djDw/1HTt2jMaeBx54oHjmmWdGY8+DDz6YB3xAjaYnXl88EBF6aW3gF54DCAEpeTUBX5gG23WauqTv9S/GaXb5raaur56aur4+aur6+mRr6vrZpo2l7w0oAdSyPj6a3bNCHfCRfl8juwKff8UEPl8fgc/XJxv4aENXDSoAqbZ9fHh2YQBG4cgto7rmUeIN8p3fOs3qOuAjX8DHZObcQeDzFRb4fH0EPl+fbOCzPriy7MuapGXHle0Dpnh1zNVjYZv0LJjXRxz9dlXwteNtXRd8gLUttC2vOmuBz1dJ4PP1Efh8fZKDD+/KBjEYyGA7XBiJZaCjywRmigTsYu8vLKp5feE+b7su+Pqa0iLweVerKAQ+Xx+Bz9cnOfhsQIPmZzioYdt4aAx41Gl++qanja0LPry9LnMQ61ot8PlKCXy+PgKfr09y8Fl2NDH7aBJafl3XdcHHQAkQzx0EPl9hgc/XR+Dz9ckGPj/b8cXWBR9NbMCX22MV+Pw6IvD5+gh8vj5ZwUezl34+BhrC5iHeYNM+OL8Y3WPrgo8yAb5wQKV77tMpCHzTmoR7BL5QjeltgW9ak3BPNvDhETGVxAYDQvAxsNF1cCMsRIrtuuAjL8BXd7S4rW0Cn6+cwOfrI/D5+mQDH/17VW9nARohCH0T+4ltAr4+prQIfP51F/h8fQQ+X5+s4LPBDZqFIegYIDAo+ub1F9sEfJQlt/0Cn3/tBT5fH4HP1ycb+IDbihUrJrnH4AMcdf5G5pueNrYJ+PqY0iLw+ddX4PP1Efh8fbKBjz4+moQMbDDAwaRl3tJi/7bIPSrqF3s6tgn4aKrnntIi8E1fo3CPwBeqMb0t8E1rEu7JBj4yAW7mHQEKQDjGycvY2gR8fUxpGQJ8XK9rrrmmOO+88ybr8OHEa3xeeeWVsO4Mui3w+fILfL4+WcHnZz2u2CbgAwi5p7T0DT5evMAoPOWiK4J/3vAbL50g8Pn19aGHHip27drlH9RjrMDniy3wLejTBHycAiBy9lP2CT5rujPFyLw81njrlJOuCoHPv5EEPl+fhx9+2P1vvX92+tis4OPGoU+PmydeiBtTaAo+vKKcZegLfPa94CqIGxS/9a1vqanrVFiBzxGnKIolAz5uGJpL3FD0icWL92YVX8I8sU3Bx3QW4Jcr9AE+vDqas/ZtlKqyGPzWrl1bdUjv+9XH50uupq6vTzaPD28op0fkF6t5bFPwUTZGqnOFPsAH8HhbjjVvvbKccMIJxZFHHlnrWC+dVHECn6+kwOfrM/fgM48yLCb7Vq5cuadjPoyr2m4KPvOCqtLruj83+Gxkuu7bpO++++7iwAMPHM1fDQU+v4YJfL4+2cBHUxZvImeTFsDRnA49SzroaYZyY+PR0MdYJzQFn4EjV/lygw9dmjTVGdy46KKLJn21ucpc5zrZMQKfKVG+FvjKdbG92cBHBkCIQQ2ahNxo4YLH1CXwdhcbYDDw0WQjvzAwd7DOm2Cago88yAsA5gg5wWfQbmK7jerai2RzlLlJmgKfr5bA5+uTDXx2c+F1AaZ4aXLTlRXBgGbpcgxpxl4M8DUwhum88MILRbjQf3X22WcX995776Jl+/btRdWybNmy4tvf/nZlfNV5dfbfcsstBd9qrXNs02M+97nPFccff3yjtM2eX/7ylxPgr1u3rtH5TW2cdTxNdL71O+u4vuL5pAKfWOgrv1n5jM2eDRs2TO7PWXb3Fb9x48Y839UFNkAnRwhhF26XgS+MD20Joce2gY80wuXJJ58sqpZPfOITxTe+8Y3K+Krz6uwHNHwUus6xTY6hrw5P9ac//WmjtAENICYvyk13QpN8Ux9r4Eudbtv0AA0gbnt+6vMADSBOnW7b9Ax8bc9Pfd6tt96aD3xAJ3WI4RaCLY4j7zDes6VNUxdvNvYwvTyaxOVq6vIwornaNFhTl/NsYGfIvj41df0rqKaur0+2pi79ajRH60yV8E1cHMtNyz8J+D8pi/UbcjOWga+qqbs41Wb/1bVzgSqfsMwRcoGPeXttHkgh+Cjv0H19Ap9f6wQ+X59s4ANCQIkbjTXTSwxWrIlvE8yDszUeF4sNljDKG8KWGzTX4AZliAdT2pSp7Jwc4OviqcXgs7RCrcvKkWufwOcrK/D5+mQFn8GpbN0WfHFxLG3bj4cHaOlz4X2AdV8Y2qapC1ABXx2wmn111znAhxZ19YjtjMEH8OKpRPE5OX8LfL66Ap+vTzbw+dmmiwWgMUT5DRDNC6yTWxvwkS7gqzsJuI4ddkxq8AEqbG2iidnCOgYf+3jI5Grqh3mXbecGH3WIByctFnRjoay0Vsq8XP1Xt+wq7d23T/9Xl87uGEJ7i16+lQMa5Tn5e9uCj6Y0kE0dUoMP4MXdAE1sLgMf1zsX+GfZlgt8QA3gUS66UOyfQdRrQI+GwNBe12V2CnymRPl6nwcfFYPBh1kABHg0SQHHGEJb8HFzMLqbOqQGH5PIu9hZBj7KTPnbNp+7aJYDfHRZoBN1uKr+AkYedICRem5B4DMlytf7NPgoMhWDG4yKYQMbNqjBAIcNeFC5qEBlzYZy6fLubQs+ysDNnzqkBF8Kz6wKfDzAuNZ9T21JDT7sp77WnYkAGO0hz7UX+Pw7YJ8HnxUfoNG8srluwIGF5gI3y1iAZ/a2BR9NIW781CEl+KyZ28XGKvCRpj3EuqTf9NyU4KMu4unVhZ7Ziodo8BP4TJXy9ZIBX3nxx7u3Lfh48gO+1CBPCb4uo7l2xTzwDTHIkRJ89OkBsDbX0Eb2TzvtNL163ipLyVrgKxFlDLvago+bBfBV9Qm1LVsq8Jl9bUdzzX4PfNaUTq2B5V22TgU+89i7TElCW+rAhRdeWGbqIPtyTWfhb3C2NNFM4BukGszOtC34SJlKzw2UMqQCn92UbbyZsDwe+DiOZmKXwZMwrzrbKcBn3lqKUXk8voMOOijLnM46esTHpAQfX96zkW7qerjQL8ogzywICnzxFRrJ7y7go+8yxc0TSpEKfMAoxajrLPABWG6CroANNfC2U4CPgTaAnSLQx/exj30s61u5m9iZAnx48PR9AjrqENc4HMQingc+MzM4BgCG8aG9Al+oxoi2u4DPBnBSFicV+IBRCm90FvhSNanratgVfCmauKGtgI9rNsRAT2iHbXcFHzMxgBkP9SqYWV6sGbAEgNQ3ABmHJQM+bgSeADxVcZMRkr6BsYYu4MPbS/0PhhTg44lM5a1TcWddl1ng43weAFzvPkIX8FE3uUFTeuk2qpsaqG21bAs+tOEaAvAygM2yh4Eu8/7CY5cM+KgA9vRDDJ4cCMKC+8wTYkyhC/hsLlvK8qQAH7qnmiBeB3ymQwrQztKyC/jQpe0obpVdBj7iqevU8SFDG/ABPexGm1l9dl7ZqAekQVqkSVgy4ONpWvZEtX4B1mMKXcBnneRdKkusRQrwUfG4yVOEOuAjHyp8iqb1LJvbgg8o8/Bt4814NoXgIw90KKv/Xhop45qCz6BHn2eKekwaIfyWDPgAG0++eQldwEcZuZlSerFdwWc3eCqb6oIP0KZu9pfVobbgo9sllRcc2hWCj/1AjzrRh/cb2mHbTcBn0ANUKe0lXUDKA3jLli1J07Zytl0nfTsLoKN/gL+m8VoonvypPI62Bax7XlfwcTOlfMJ3BR8eDTdeqlAXfDm837IytAGf9XnmaG3E4MNmbvq++jxjjZqAzyZwp/D0YjsMfh/96EeLbdu2xdGD/U4KPoTj5mfoGxBw47HgAQBDBjcQYoyhK/iAfoppI6ZNV/BhS0p76oIP+7n2uR94bcAHhHK1QsrAZ6BN5XVb3aizrgs+rhOeXg7omZ3c88cee2xx3HHHjeb+Two+K6itcZu56MCQCofABsKufSxcKA+kVLomkO0KPiujlb3ruiv4Uk1jsXI0AR+ePvnnDE3BZxDK4e1RzjLwsZ+RbrRoUhdT6FYHfNYq6Hov1rH3uuuum3yQPhzwqHNermOygq/MaICF0G0rIOfhQZqHhXcRXjhAyz7zOsO4MntsX1fwkU/KpmUX8KExtqR8ijcBX+r+RbtG4bop+HJ6e9hVBT6AxwM/twccasP2LPBRNwByX3YxuLFp06aJFuHrvGK7+/rdO/i6FoyKFD49ASGgs8C23fBW6cLj7bh43RV82AFsUnUOdwEf3meoSVzWNr+bgI/07cHUJq865zQBn10b1rlCFfjIzx6KVi9z2RCm64GP+8Gch/CcnNs2qosGPAiGht/cgS++OCYk+9mO/4JEU6NsesW7775bhAsVAWC8/fbbi5Z33nmnqLsAvjvvvLP28V663KTPP/98q7ROOOGE4utf/3qrc6tsolvhueeeq53mFVdcMXkQvPbaa7XPqcq7bD/fsH322Wdrpf2Zz3ymQJOydFLt45vDO3bsqMyD/LEjVX6z0uGbzM8880xpfl/84hcn/yvOdW3KbHvggQeKp59+emLP6tWrJ3XjO9/5Tql9Zeen3seDfOfOnTFO3N/phgrdbKojeWJxIzJyjGdhzVlgwe8wADOWOFAxwuWwww4rTj311OLKK6/cs9AvgXtedzn00EOL008/vfbxXrpXXXVVsWbNmlZpAeAf/OAHrc6tsqmpPWvXri0OOOCA5HaYfXXtOf/88yc3GWs7N8f66quvLrihq9K+9NJLJ3akvi5V+VXZc9ZZZ/WiR2wX9+iNN964Rx90yFFP43yrfmPP3IEPzw7AseDh2ahZE/DFIOza1CU97MHDTBHaNnXRImWT28rStKnLeWhBZ3aOULepS19v/DDMYY/X1LX86E/ra6CjrKnLfUPdKGsBmY251tbUDdO3LgBzXMK43Nv7RFPXbvShwYdnmeomaws+bq64uZ+iErUBH9fDrk0KG8I06oDPBlmwI3eoAz5aKvS9Mm8ud4jBZ3mnnOLUpAxl4ON86it1pE/4ocXZZ589fx5fLDg3OpWbih536nOh64iawuOzJ1hsX5vfbcGX8m9qod1twMf5XI8cI4d1wIfHGdeHsEwpt+uAj/zMI88N4xh89o8VbvohQhX4sIXr1Bf88Hrpz//kJz85X+DD8PDiUZEYJbq57ogAABf4SURBVLKAx2Wg49gwzo4pW6cAX0oPpw340IUKZE3/snK23dcWfHjBOeb0zQKfeXtWF9qWu+55dcFHejyMufnCelw3n7rHheCjaUu94H4YKnjgw6Y+4Ef5qYs4SowRzFUfHzc1T3EuJFCjEoUXlMrEPuKAYBjnXfQU4CN97ErxNG8DPvMmctxQbcFnAEoN41ng69Pb47o3AR/Xh/qZwxO2Om7gs4fxEP16ZgvrWeDjmJzws9YYeaD/3PfxheJ22U4FPqBcNorc1LY24MvVv4ftbcHHuTyAeBilDB74DLZ9eXuUqwn4ON4eUikekmW6Ar7HH3984uGk1r4sv1n76oCPNLh3cB74i2uqwJxB0gzvS4FvQd1U4OMm56nSNbQBH82nXF5EF/DZ0xYgpQoe+Pr29ihTU/BxDnbmGuW95557Jv+NpVmXowXQ9DrWBR/pWn3h3zZdbKe1R5833nXc4hD4Fq5gKvDxVEkxhaMp+MzLyeVBdAEfElP5widu0xsnPr4KfKZDn94etrUBHzc1LYQcb3A5+eSTJ/+NrdvVE+ub+ncT8JE3dqMNDwY+dtQkoOusV+cLfAuKpgKfPa2aXKiyY5uCL1W+Zbawryv4gB4eaapQBb4hvD3K1AZ8nMcNnrq/D6+fph0TqscSmoIPuwGYlYW6MwuAPPQAHrBEU69fU+BbqBmpwEdFptJ1fdI2BR83PM3sXKEr+FJ7YmXg40ah0vft7aF5W/Bxrj20Uthtaf3kJz8pXnrppVzVoXG6bcBnmVB3qN/cVyx4yADOFvoDaWURZy0L6oIXBL4FdVKBj+S4AHGfgncRyuKago8nYsqmZGxTV/CRHpU3VbOuDHxDeXuUrQv4ON88my7wM+ixtlHd+DoO9bsL+MxmYEbZ7CFPU5iHPQv6NbnnBL4FVVOCjw7lrhBqAj7zpnL17yFRCvDZ1IoUdsbgMw26gMNusDbrruAjT/Nq2pTB+rTs3H0RfG2uS9U5At+CMinBZ0+kKtHr7G8CPio7XmbOkAJ82MfTOcX0ihh8Q3p7lCsF+EjH4AfI6gS8IP6VwfU36HGewOerJ/At6JMSfHh79DV1CU3AlwK0s2xNBT6bv4aH1iWE4Bva26McqcBHWvYgo9/K847p7Kee0eSL+5QFPr92CXwL+qQEnzXpZnWwepemCfio/N4IlpdP3bhU4CM/blRg3SWE4KPfkO6FIUNK8FEOQIZ3jCcHAOnAt858JuRyzYmjb6usngl8fm0Q+Bb0SQk+KiKV0nta+5elKOqCL9Uo8ix7UoLPPJouXp+Bzx4yXbSeVfY68anBZ3lSLvPoqVPWoc+Drgx4dp7AZ0qUrwW+BV1Sgo8kqaBdBjjqgo8bgCH83CEl+LAVD63LCK+Bj9HsFH2GXfXLBb62dgl8vnIC34I+qcHXtRO/Lvi46fu48VODr6unBvh4iy/Q7+I5+rdH/ViBz9cqxXQWP4dmsQLfgl6pwYe31+WfCnXB10f/HhKlBh9pAmw08ppsVdX52muvnXQn5O7brMo/3i/wxYos/i3wLdZjNL9Sg89GL9vc1IhSB3zmNfXh8eQAH3bjsdFB3ySgKd9I+dSnPtXktKzHCny+vAKfr89gsanBx03dZYCjDvjwKulL7CPkAB9220BHk1n3zFtbtmxZsX379j6KXisPgc+XSeDz9akVS/OGjnEWhvZDr4ptbgymALAO47zEU4OPvOx/g16+VXF1wEc/YtdpIVX5x/tzgY98KANN9nguWmwDv+3dajR1X3755bJDBtkn8PmyC3y+PjNjuTloGlnzju2wcx8Y2GgqgKzrEeUAX5eBh1ngA+h4lOFs/ZnidTggJ/gwi1HeWfAz6FFmG9XtUKSkpwp8vpwCn69P41hAyA1DsD6jMBFAWKcZlQN8XQY4ZoGvax9iqFGd7dzgA+RcK2DORN3QU+f7yXjweNB2LQU+/6ppOouvz9yP6nIjmMdHZz83TxiAj3mA4f6tW7cW4XL44YcXX/va1yYfPebDxyzr1q2bfJSED5O0WS655JLJjXzbbbc1Pn/VqlXFxo0bK8/78pe/XHzkIx+pjG9jr3fOLHu8c5vE4dXxIXIAGC54hLxfztLiY+8bNmzY89v2D7Uemz3XX399wQNjKD3ifMdmzw033DBfHxsK4YVXEP6fsQn43nrrrSJcPvjBDxY//OEPi+eee27R8uabbxZtl2effXZy8/KfyqZp3HXXXcUTTzxRed5RRx1VnHXWWZXxTfObdfzdd989+YbDrONSxKMbmp1zzjnFL37xi8mHYeJ0N2/eXGzbtq238sf5x7951ftjjz0meyruly1btkz6cGPdhvoNK+bqK2sh+PACwj6uJuAL02E7R1OXdLGxzOOM849/e03driPGcV51fudu6taxITxGTd1QjeltNXWnNQn3zG1Tl5HAEHoUiv4+QBMGjqszyTUX+Mg/bn6H9lVte+CjPPR39RkEPl9tDW74+mhww9enVmwZ9OxERnFtWgRNYQY+bATYjilb5wIfcKavqmnwwNdltLipHXa8wGdKlK8FvnJdbK/AZ0q0XOPtADObx2drgx2gAX68xqfJ69hzgQ+7AJ/ZV7fYHvhIL/Z266bb9jiBz1dO4PP1Efh8fWbG4r3Rlxcv4fQHO6YJbHKBjwLRLK3T3A4LXwU+m8ZSx4sN0+u6LfD5Cgp8vj4Cn6/PYLE5wdemaVoFPpr5cT9mH6IJfL7KAp+vj8Dn6zNYbE7wWfO8SeGqwEfzvan32CTfqmMFvipl/rdf4PP1Efh8fQaLzQm+Nv18ZeBrk04qQQU+X0mBz9dH4PP1GSw2J/goFAMuTebzlYGP/yXX/e9xaiEFPl9Rgc/XR+Dz9RksNjf4ms7nKwMfzdym765LJajA5ysp8Pn6CHy+PoPF5gafzecLR5+9wsbgG7KZi50Cn3e10n5e0s+pXqz+ueHrNLf/3PCL1Tw2N/gAXpP5dzH4hmzmoqbA59cpeXy+PvL4fH0Gi80NPgrGX9do8tYJMfiaTMauk37TYwQ+XzGBz9dH4PP1GSy2D/A1mdYSgm+oScvhxRD4QjWmtwW+aU3CPQJfqMaItvsAH/+2oLlrL9P0ih+Cr+nAiJdu2ziBz1dO4PP1Efh8fQaL7QN8FK5uc9fA17RvMJeAAp+vrMDn6yPw+foMFtsX+OqO7hr4mPvX9yuoyi6CwFemyt59At9eLcq2BL4yVUawry/w4cHVeWkB4Hvqqacmb6JpMvE5l5QCn6+swOfrI/D5+gwW2xf4KCBTUxil9QLgu+iiiyaQrDv3z0uva5zA5yso8Pn6CHy+PoPF9gk+G+Tw3qnHNzcOOuigRn9zyymewOerK/D5+gh8vj6NYnknX5k3xL8c+EQhX5mqG/oEHzYxUovXV2Y/8V/96leLAw88sDK+brlSHSfw+UoKfL4+Ap+vT61YYMGbl+krA35hYK6cfeCH9+DxucI6oW/wUQbsL/vvLWVi2stVV11Vx/RejhH4fJkFPl8fgc/Xp1YsU0JoJrKOwQdMQi+Kt5nUeVtx3+CjoDYxme/vWqA8vFr/pJNOKnbv3m27B18LfP4lEPh8fQQ+X59GsTH4gAb7woBHVfbiztdff70IF75T+73vfa949NFHFy0vvfRSkXO58MILJ97dcccdV7Dg6Z166qkFHyHnj9Q5826S9qZNm4pHHnlkNPbcfvvtBTdTkzLkPPaOO+4YnT32ooKc5a6b9p133lnwcKh7fO7j+E703H5Xtw74mApSNh1k+/btRbgcccQRxTe/+c1JvyB9gywbN24sqDy5l1WrVhWnnXbaZLngggsm+a1evbpggCN33nXTH5s9a9asKbiZ6tqf+7ix2bN27doCGOcud930x2bPunXrlib4Qq+Q7SGaurEN4W+bwBzuG3JbTV1ffTV1fX3U1PX1aRTbxeOLMxL4YkUW/xb4FusR/xL4YkUW/xb4FuvR6VcMPhspDRNlhDceAAnjbVvgMyXK1wJfuS62V+AzJcrXAl+5Lq32xuAjEQYzmMJy3333FYyW1v0Uo8DnXwKBz9dH4PP1Efh8fRrFMqWlbKoKo7hAkUGNcGqLl7jA56mjNzD76ujV87P0EfhmKTRQvMDnCy+Pz9dHHp+vj8Dn6zNYrMDnSy/w+foIfL4+Ap+vz2CxAp8vvcDn6yPw+foIfL4+g8UKfL70Ap+vj8Dn6yPw+foMFivw+dILfL4+Ap+vj8Dn6zNYrMDnSy/w+foIfL4+Ap+vz2CxAp8vvcDn6yPw+foIfL4+g8UKfL70Ap+vj8Dn6yPw+foMFivw+dILfL4+Ap+vj8Dn6zNYrMDnSy/w+foIfL4+Ap+vz2CxAp8vvcDn6yPw+foIfL4+g8UKfL70Ap+vj8Dn6yPw+foMFivw+dILfL4+Ap+vj8Dn6zNYrMDnSy/w+foIfL4+Ap+vz2CxYwMfH0N58sknB9Mjznjz5s2Tb5TE+4f6fc899xRPPPHEUNlP5btly5bi8ccfn9o/1I5777232LZt21DZT+XLy4Afe+yxqf1D7eB9nXx/u0nYr8nB83Ls2MDHx1DGdGPffPPNo7qxb7nlllHdSHwqtOmNlPPe4GNZW7duzZlFo7T5cBdfDcwZ6r57ExtuvfXWyVfxmtgj8DVRq+WxAp8vnMDn67MUwYci9gZ2yu8FgW9BHXl8XjUpCnl8vj7y+Hx9+vD4zALevs73qQ844IDJZyjKILgkwLdr165ix44d7sIHxc855xz3mFlppIz/5S9/OfmoeMo0u6R16aWXTpoHXdJIee6vfvWrYsOGDaO5Xr/+9a8n32JOWcYuaV122WUFMO6SRspzL7/88gIvPWWaVWnx4ftjjz12Ar/3vOc9pRBcEuA7/vjjJ4XnKVC1LFu2rDKu6hztr9ZT2kibsdaBo48+urjgggv2/T4+ngyMKHnLkUceOekf8I7pM27NmjWTz2L2maeX19q1awtGCr1j+oy76aabCkZS+8zTy4s+WUaavWP6jKNrgpH4PvP08sLb69Oek046aeLI7L///pP1+9///uKMM86YeME0iZ966qli9+7d1jqutdbgRi2Zuh1EJfrnP//ZLZGEZzM14s0330yYYrekmDryxhtvdEsk4dmMwL/++usJU+yW1Pbt24vXXnutWyIJz2Zq1quvvpowxeqkAJx5myHswjP2efAxxE1fB4G5ROedd16xcuXKqY+Mj21wQ+ALq+n0tsA3rUm4Z6mCD9CdcsopBZ+e9aa37NPgA3QIgQAMcyMGEOQj4zwRDIhUGIEvvG2mt+XxTWsS7pHHF6oxvd2Hx8d97sEutGqfBR+QA3qEMneXDk6eDBbGBj6alWNq6mLPmJq6ssdqbvla+pTrYnvb6DP6Pr4XX3xx4tVBf7w65vXE4dxzz514fbZ/bOAzu7SWAlJgHAqMHnyADo+PwBoQxgHwHXzwwXt2C3x7pNCGFJACJQqMGnxAjv67WW19wBd6ggJfyZXWLikgBfYoMGrw0bQNPbk9Vkcb9O9dfPHFe/aOBXx4qCeeeOKiZY+RPW7wh3vsiAMPlhUrVkzizjzzzJkPmPj8tr+r7GHQKtSL37kD9cbyZJZAGHjgogvxfenj2dO3PpSfWROmD9uhEzKEPuH16bI9avDFfXdlBUV8BjfCJvArr7xS/Pvf/y47vNd92M9gDCPStvRqQFFMHgg28h3njW7caGjITRUOEMXHpvpNflX28JAznVjnfkMKD1auEeVnofz8toCdpg/7c+tj9lCXq+zpUx8e3CymD3XZBhnRKNQHncJWl2k41vWowYfos5q6VEhEH2MAJlTUoQIV1m5sdAwDNxkVNwyAJ3yAhHEptrEHTVjH9pB+2b4U+dZNg2tlNy/Q7Vuf2M7QnnnQJ3ZA4vKM6ffiu2FMlhXF5CbkZgifwqGJgDF8AoVxY9i2gRlelMjNPmSIoYKmsa7Y2xeoY3vQhhsH4KDXEIEHqNWnofWh/HH9RrMh9UEbqzOxbdjbZ/3pWj9GDT4Kh4fABaf/xeCBV0IlRfwxByoJlYGFm5q+EitD33bHoBn6xo7tQQ/TyvTq8/pyXUKPpUqfvmyK7RlKH8pLveV60R9soUwfwDjW1pfZbevRgw9DEZlmB+JzU/B7KICYcG3W8SBMmzTanhODpqziou2QHl9YNh5uuZvelh91afny5YsepFX60EWQO5TZE+fJMeiTux/U8qVeADYgSKjSp68Hg9nVdj0X4GtbuLGdR2WxplTftsXgC5t1ZgsPl7GAD5v6AHEVZABcfK360KfKHrtG4boPfcL82LZ6RD2JB3uGsCe2r+5vga+uUgmOG5PHh0dF044bjWAeVoJi1krCbqCqg7HrkEMO2WNf1XFd9nuQIQ6PyvSx313ym3WuZ098Lscec8wxWQej4jypI3bdTA/WhPh3fO7Yfgt8Ga8IYGHuE/2TNBF4Ig4VrMKG+eP14cVgHzdRn82U2B48CPqQsKUve3gQAVeuTbhY8xE9uIZjsKdMn9z9aejD/EXKTz2O60jf+oR1t+u2wNdVQed8npBUWCqI3UzO4VmjsKMsYBfNur7tK7PHbCEO7XIH8iOveDEvhvzNpj70mWWP2cL16kMfdEAb6i/rUBe7NmZzH/pYninWAl8KFZWGFJACc6WAwDdXl0vGSgEpkEIBgS+FikpDCkiBuVJA4JuryyVjpYAUSKGAwJdCRaUhBaTAXCkg8M3V5ZKxUkAKpFBA4EuhotKQAlJgrhQQ+ObqcslYKSAFUigg8KVQUWlIASkwVwoIfHN1uWSsFJACKRQQ+FKoqDRmKlD1l6eZJ47oAP6WZa9lmmUW5VUYrwIC33ivzVxYxv83Z/1vlNdxDfmChlRCArP45QpVaVNeyq0wTgUEvnFel7mxinfW8Sf2qgAUgcUsOFadP6b9TcC3L5V7TNcglS0CXyoll1g6eHqXXHLJBGr26qKyt3fw6YDY2wMK9vop1vGbPcL4qjceA1tL45prrlmkPoCyuLImp3liYRqxDSQY2kE6ZeAL08COUAPKTfkVxqeAwDe+azIXFgEBvD28OUBiMImN53124XvjABkv+AQInEMaIRyI5x15Fs/5YTzpAxT2cz5xYTz7SJ81C8cB5jBgM+/+431zHGPlCOEX20Ge9O+FTV3O432GlhfphaCl3LzDTmF8Cgh847smc2MRN3zszYXGW3MvhAHnhKAKj2cbUIVNZ0vDoEQcx4SelaVhHhnnWOA4QBh6jsALaIUBaIV2GVjDYyhrCD62w7KFx7JdZk98jH4Po4DAN4zu+0SuMSziQtmNH+43j4+maAwvO57PS4YLHqB5jcAnBFSYdhWIgVwIujJghediF8cYbC0PjgnBhy18pMiDX1lelp7Wwykg8A2n/dznHHtScYEMZGX7gQZAoxlqALTjiYsX8wLZD4DKAkAkPg4h1Igrg1F4jNkRpwO0Q/BhN+fhHdKkjfsaq/KK09Xv/hUQ+PrXfJ/I0ZqgYbMyLlgVQOw4zgVUeE2EWcdzjAe+EF6WB2uA2MTjqyobXmcIvjAPwMyDwABtcWWQtTith1NA4BtO+7nOuQ6krMnIsVXBIGPxZfCwONbArWrAwAYkzIO08+J+wzIYxdAsswN4VoHPbKP5b8E08h4OdqzW/Sog8PWr9z6Tm93U69evd/u4gI71z1F4PCKmwVgfHqOrjIxaIB648FUvjuFYmsPW3wbUgBLnkTfNyzB9wIMHyX7iGYkN0yefOuAjTfIxW7GHdELwAULywU7WNN3DQRTSoPwK41NA4BvfNZkbi8xLYl0ViLOmLMcAMIBBk9WarbGHBlStv45jAEh4DNuWN/Fx85LjLf34XGwgzkBqdpNGPGgCxAApx5OfNc3tnDAfjovtsKkudrzW41FA4BvPtdgnLQEWeE5ec3dfLDjlpdxq5o7z6gp847wu+5RVeEah17dPFa6iMHh7lFthnAoIfOO8LrJKCkiBjAoIfBnFVdJSQAqMUwGBb5zXRVZJASmQUQGBL6O4SloKSIFxKiDwjfO6yCopIAUyKiDwZRRXSUsBKTBOBQS+cV4XWSUFpEBGBQS+jOIqaSkgBcapgMA3zusiq6SAFMiogMCXUVwlLQWkwDgVEPjGeV1klRSQAhkVEPgyiqukpYAUGKcCAt84r4uskgJSIKMCAl9GcZW0FJAC41RA4BvndZFVUkAKZFRA4MsorpKWAlJgnAr8P35cHMDDBPghAAAAAElFTkSuQmCC[/img][br]Use the graph to estimate [math]h(0)[/math] and [math]h(4)[/math].[br]
Use the graph to estimate the solutions to [math]h(t)=45[/math] and [math]h(t)=0[/math].[br]
Based on the information available, how long do you think the bungee cord is? Make an estimate and explain your reasoning.
Close

Information: IM Alg1.4.6 Lesson: Features of Graphs