find-the-slope-of-the-curve-yxhxyxhleftxright-at-the-point-315left315right-if-h3

Question

Find the slope of the curve y=xh(x)y=xh\left(x\right) at the point (3,15)\left(3,15\right) if h(3)=5h\left(3\right)=5 and h′(3)=$$6h^{\prime}$$\left(3\right)=6.

Accepted Answer

2323

Answer

44

Answer

77

Answer

1818

Find the slope of the curve y=xh(x)y=xh\(\left\)(x\(\right\)) at the point (3,15)\(\left\)(3,15\(\right\)) if h(3)=5h\(\left\)(3\(\right\))=5 and h′(3)=6h^{\(\prime\)}\(\left\)(3\(\right\))=6.

Find the slope of the curve $y = x h (x)$ at the point $open paren 3 comma 15 close paren$ if $h of 3 equals 5$ and $h prime of 3 equals 6$ .