SOLUTION: Graph the function and approximate the limit. Write an approximation that is accurate to four decimal places. Create a table to verify your limit numerically. function: https://

Algebra ->  Graphs -> SOLUTION: Graph the function and approximate the limit. Write an approximation that is accurate to four decimal places. Create a table to verify your limit numerically. function: https://      Log On


   



Question 1081847: Graph the function and approximate the limit. Write an approximation that is accurate to four decimal places. Create a table to verify your limit numerically.
function: https://s11.postimg.org/gafw8o0eb/math4.png

Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
lim%28x-%3E0%2C%28sin%28x%29%2Fx%29%29=1
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Expansion around x=0,
sin%28x%29=x-x%5E3%2F6%2Bx%5E5%2F120-x%5E7%2F5040
sin%28x%29%2Fx=1-x%5E2%2F6%2Bx%5E4%2F120-x%5E6%2F5040
So in the limit,
sin%28x%29%2Fx=1