SOLUTION: Approximate the limit. Write an approximation that is accurate to four decimal places. Make a table to verify your limit numerically. Thanks. function & graph: https://s10.postimg

Algebra ->  Test -> SOLUTION: Approximate the limit. Write an approximation that is accurate to four decimal places. Make a table to verify your limit numerically. Thanks. function & graph: https://s10.postimg      Log On


   

Question 1082435: Approximate the limit. Write an approximation that is accurate to four decimal places. Make a table to verify your limit numerically. Thanks.
function & graph: https://s10.postimg.org/z6lzhr4rd/lim_x_0.png
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
Pick some numbers close to x=0 and generate the table.
I'll do one, you do the rest.
x=-0.05, y=sin%28-0.15%29%2F%28-0.05%29=-0.14944%2F-0.05=2.988763
x=-0.04
x=-0.03
x=-0.02
x=-0.01
x=0.01
x=0.02
x=0.03
x=0.04
x=0.05
.
.
.
Remember that the argument for sin is in radians not degrees.
You could set up an EXCEL spreadsheet to generate all these values too.