can someone help me find the limit to this problem: lim(y->0) (sin3y)/(4y)
A architectofthefuture New member Joined Jan 26, 2012 Messages 9 Jan 27, 2012 #1 can someone help me find the limit to this problem: lim(y->0) (sin3y)/(4y)
H HallsofIvy Elite Member Joined Jan 27, 2012 Messages 7,763 Jan 27, 2012 #2 Do you know the limit, as x goes to 0, of \(\displaystyle \frac{sin(x)}{x}\)? That's typically proved to find the derivative of sin(x).
Do you know the limit, as x goes to 0, of \(\displaystyle \frac{sin(x)}{x}\)? That's typically proved to find the derivative of sin(x).
S Scorpy New member Joined Jan 27, 2012 Messages 11 Jan 28, 2012 #3 architectofthefuture said: can someone help me find the limit to this problem: lim(y->0) (sin3y)/(4y) Click to expand... As the previous member said, is always equal 1. So, here you have 3siny/4y. By the rule siny/y = 1 and you have 3/4 at the end
architectofthefuture said: can someone help me find the limit to this problem: lim(y->0) (sin3y)/(4y) Click to expand... As the previous member said, is always equal 1. So, here you have 3siny/4y. By the rule siny/y = 1 and you have 3/4 at the end