If you doubled the radius of a sphere, how would the surface area change?
2 answers:
The area scale factor is the length scale factor squared. The length scale factor in this question is 2 (from the doubled radius) so the area scale factor is 2 squared, 4. This means that the surface area will be 4 times larger than it was originally.
Answer:
The area will get quadrupled that is four times.
Step-by-step explanation:
Surface area of sphere, A = 4πr²
If you doubled the radius of a sphere how would the surface area change.
New radius = 2r
New surface area of sphere, A' = 4π x (2r)²=16πr² = 4A
So the area will get quadrupled that is four times.
You might be interested in
By AAS congruency the two triangles are congruent
9/10 is bigger. 10/10 is a whole so in decimal 9/10 is .90
First we have to isolate the varible
C
58-13=45 45/9=5 Carlos rented the bike for 5 hours
