. Use a graph of f(x)= 3+(sin(x^2)/x^2) to estimate the smallest number N so that |(3+(sin(x^2)/x^2))-3|<0.00001 whenever x>N. Make sure and illustrate, on the graph, how you found your value for N. This question is from limits so maybe you somehow have to use the defitnition of limits to solve it because |f(x)-L|
. Use a graph of f(x)= 3+(sin(x^2)/x^2) to estimate the smallest number N so that |(3+(sin(x^2)/x^2))-3|<0.00001 whenever x>N. Make sure and illustrate, on the graph, how you found your value for N. This question is from limits so maybe you somehow have to use the defitnition of limits to solve it because |f(x)-L|
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 2SE: If a functionfis increasing on (a,b) and decreasing on (b,c) , then what can be said about the local...
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7. Use a graph of f(x)= 3+(sin(x^2)/x^2) to estimate the smallest number N so that |(3+(sin(x^2)/x^2))-3|<0.00001 whenever x>N. Make sure and illustrate, on the graph, how you found your value for N. This question is from limits so maybe you somehow have to use the defitnition of limits to solve it because |f(x)-L|<epsilon is given.
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