Okay, so following my previous question I've got this...
y = (x^2 + 3) * sin pi.x^2 and z = (sin^2 pi.x)/(x^-2 + 3)
for x = 0; 0:02; ... ; 10.
Hence determine w = ((x^2 + 3) * sin pi.x^2 * sin^2 pi.x)/(x^-2 + 3)
and plot w against x....

(I'm doing this on Matlab, so I'm not really sure how much help I can get for it, but my graph is coming out with just a horizontal line across the x-axis from 0-10).

Question

Okay, so following my previous question I've got this...
y = (x^2 + 3)  * sin pi.x^2 and z = (sin^2 pi.x)/(x^-2 + 3)
for x = 0; 0:02; ... ; 10.
Hence determine w = ((x^2 + 3) * sin pi.x^2 * sin^2 pi.x)/(x^-2 + 3)
and plot w against x....

(I'm doing this on Matlab, so I'm not really sure how much help I can get for it, but my graph is coming out with just a horizontal line across the x-axis from 0-10).

anonymous · Answer

can u solve this equation  : (1.1255)^1/12

anonymous · Answer

Anyone?

anonymous · Answer

$$y=(x^2+3)\sin \pi x^2$$ and $$z= \frac{  \sin^2\pi x }{ (1/x^2)+3 }$$

for x= 0;0.02;...;10

Hence determine $$w=\frac{ (x^2+3)\sin \pi x^2\sin^2 \pi x }{ ((1/x^2)+3) }$$

Plot w against x