The volume of a sphere is defined as:
V=(4*pi*r^3)/3
then, if we double the radius of the sphere (r=2r):
V=(4*pi*(2r)^3)/3
V=(4*pi*(2^3*r^3))/3
V=(4*pi*r^3)/3*8
Then, the answer is that if you double the radius of the sphere, its volume is increased 8 times.
Answer:
D: The maximum value is 0
Step-by-step explanation:
Choice A is true because the x-intercepts are shown on the graph and are both -2 and 2.
Choice B is true because the parabola intercepts the y axis at 2.
Choice C is true because the AoS runs down the vertex which happens to be on the point (0,2).
Choice D is false because this parabola has no maximum value (parabolas continue forever unless stated otherwise).
Because the dilation is at the origin (0,0) multiply the coordinates by the scale factor.
L is at (-2,5) now.
The new location would be (-2 * 4 , 5 *4) = (-8,20)
