Altere os parâmetros no gráfico acima e responda as perguntas abaixo:
1) Variando o parâmetro [b]a [/b]o que modifica no gráfico da função [b]?[/b]
2 - E variando o parâmetro [b]b [/b]o que muda no gráfico [b]?[/b]
[img width=663px;,height=461px;]https://lh7-rt.googleusercontent.com/slidesz/AGV_vUfxqDHzt1ZWziuukJBaWIBiDKUHSqPQmBXB2qJeFWGY72sYf133H6IoRa8r3h8jXwF-eUNDqfjuZrc88f_ouXk8Cirpn0FjbXPKGXHrFxmMyHeam_RgeVKrd0iLZ9h6V3sLBd-Cvu8dMIvjG5vWe20cULf11GQ=s2048?key=yHP60CoZWzLlRXy8GJID_w[/img]
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[/img]
3) Variando o parâmetro [b]a [/b]o que modifica no gráfico da função [b]?[/b]
4 - E variando o parâmetro [b]b [/b]o que muda no gráfico [b]?[/b]
5 - E variando o parâmetro c o que muda no gráfico [b]?[/b]
[img width=709px;,height=443px;]https://lh7-rt.googleusercontent.com/slidesz/AGV_vUeoXxDXdOGYu310bPljfaLXk0Ka87IwkIhSI04HTQjH6H_ux4zuO0ZXdX5wjiJUEXY4GnT_R8Pvs0iRjVH0B6swpfFqrlK4M1ATmSh4A6T_38pgLG_Fy4ERe6FDWr70yj-tNHtSgk4su9iTC64sXCRa8o9hiBU=s2048?key=yHP60CoZWzLlRXy8GJID_w[/img]
[img width=424px;,height=540px;]https://lh7-rt.googleusercontent.com/slidesz/AGV_vUe06pXV3P5zeHy9SxWu02e5_hpR79vNF2IWytxT3QxDdXMcau2_fVHX8IeKfVxpgUEf6JmX02Pb7lbFVKycI_uMYozlCkrbAjhzTPK15U5gGG1C4azGTW0ft_PnbIRWL8k4LKiWNzTxlUFnZmPVWtyx2wYs54c7=s2048?key=yHP60CoZWzLlRXy8GJID_w[/img]