Find the slope of the tangent to the curve y=2Sin²(3x) at x= pie/6.
Answer (1)
2nd Jun, 2021
Hi there,
Y=sin²(3x)
dy/dx =2*2Sin(3x)Cos(3x)*3
dy/dx =6*2Sin(3x)Cos(3x)
dy/dx = 6*Sin6x
Now,(dy/dx)at x=pie/6 == 6*Sinpie=0
Hope it helps!
Comments (0)
Related Questions
Find the slope of line 4y = 3x - 6 ?
11 Views
