" Figure shows the wave "y=A" sin "(0)t-kx)" .What is the magnitude of tilope of the curve at "B" ? "

Figure below shows the wave y=Asin (omegat-kx) at any instant travelling in the +ve x-direction. What is the slope of the curve at B?

Figure below shows the wave y=Asin (omegat-kx) at any instant travelling in the +ve x-direction. What is the slope of the curve at B?

The equation of progressive wave is y = A sin (kx - omega t) . What is the maximum velocity?

A wave motion has the function y=a_0sin(omegat0kx) . The graph in figure shows how the displacement y at a fixed point varies with time t. Which one of the labelled points Shows a displacement equal to that at the position x=(pi)/(2k) at time t=0 ?

A wave motion has the function y=a_0sin(omegat-kx) . The graph in figure shows how the displacement y at a fixed point varies with time t. Which one of the labelled points Shows a displacement equal to that at the position x=(pi)/(2k) at time t=0 ?

A wave motion has the function y=a_0sin(omegat-kx) . The graph in figure shows how the displacement y at a fixed point varies with time t. Which one of the labelled points Shows a displacement equal to that at the position x=(pi)/(2k) at time t=0 ?

The figure shows two regions in the first quadrant.For curve y=sin x^(2),A(t) is the area under the curve y=sin x^(2) from 0 to t and B(t) is the area of the triangle with vertices O(0,0),P(t,sin t^(2)) and M(t,0) Find lim(t rarr0)(A(t))/(B(t))