Changing pyramid The volume of a pyramid with a square base units on a side and a height of h is V =x*h. a. Assume a and h are functions of t. Find V'(t). 1 for t 2 0. t + 1* b. Suppose x = and h Use part (a) to find V' (t). c. Does the volume of the pyramid in part (b) increase or decrease as t increases?

Q: What are the coordinates of APOR after a dilation with a scale factor of 5-4-3-2 2/3

A: P = (-6,3) Q = (0,6) R = (6,6) Dilation factor is 23  We multiply scaler factor to the coordinate of…

Q: The lateral surface area of a cone is changing at the rate of 6 cm2/sec, where S = tr Vr? + h². Let…

A:

Q: (a) The can of peas can be represented by a right circular cylinder of radius r=1 in and height h=2…

A:

Q: The volume of a cylinder is V = π²h, where h is the height of the cylinder and r is the radius of…

A:

Q: 13.) please help i'm studing random plobems on my own for practice and I can't understand this at…

A:

Q: Depth, h(m) Temperature, T (◦C) 0 19.1 −1 19.1 −2 19 −3 18.8 −4 18.7 −5 18.3 −6 18.2…

A:

Q: Find Volume of the bowl that result from revolving graph of the function around the y axis

A:

Q: The volume V of an ice cream cone is given by V=R³ + R²h where R is the common radius of the…

A:

Q: A pyramid has height h and a square base with side x. The volume of a pyramid is V = xh. f the…

A: