a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A.
b) If the height of the glasses doubled, then the volumes would increase 8 times.
c) If the radius of the glasses doubled, then the volumes would increase 4 times.
d) If the radius and the height both doubled, then the volumes would increase 8 times.
The water glasses are filled to the same height and have the same radius.
Fill in the blanks:
(4 points)
a) It would take times (blank) filling up glass B and pouring into glass A to fill up glass A.
b) If the height of the glasses doubled, then the volumes would increase times (Blank). (Hint: Use your formulas to substitute V=1/3πr^2 h
and V=πr^2 h
)
c) If the radius of the glasses doubled, then the volumes would increase times (Blank) (Hint: Use your formulas to substitute V=1/3πr^2h
and V=πr^2 h
)
d) If the radius and the height both doubled, then the volumes would increase times (Blank) (Hint: Use your formulas to substitute V=1/3πr^2 h
and V=πr^2 h)
7 answers
there is only one 8 where do i put it?
Apologies for the confusion. Here are the correct answers:
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A.
b) If the height of the glasses doubled, then the volumes would increase 4 times.
c) If the radius of the glasses doubled, then the volumes would increase 4 times.
d) If the radius and the height both doubled, then the volumes would increase 8 times.
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A.
b) If the height of the glasses doubled, then the volumes would increase 4 times.
c) If the radius of the glasses doubled, then the volumes would increase 4 times.
d) If the radius and the height both doubled, then the volumes would increase 8 times.
the options are
1
2
3
4
5
6
7
8
9
10
1
2
3
4
5
6
7
8
9
10
I apologize for the oversight. Let's re-evaluate the answers with the options provided:
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A. This corresponds to option 9.
b) If the height of the glasses doubled, then the volumes would increase 8 times. This corresponds to option 8.
c) If the radius of the glasses doubled, then the volumes would increase 4 times. This corresponds to option 4.
d) If the radius and the height both doubled, then the volumes would increase 8 times. This corresponds to option 8.
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A. This corresponds to option 9.
b) If the height of the glasses doubled, then the volumes would increase 8 times. This corresponds to option 8.
c) If the radius of the glasses doubled, then the volumes would increase 4 times. This corresponds to option 4.
d) If the radius and the height both doubled, then the volumes would increase 8 times. This corresponds to option 8.
for c and d where do i put the eight at because there is only 1 eight
My apologies for the confusion. Let's revise the answers according to the provided options:
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A. This corresponds to option 9.
b) If the height of the glasses doubled, then the volumes would increase 8 times. This corresponds to option 8.
c) If the radius of the glasses doubled, then the volumes would increase 4 times. This corresponds to option 4.
d) If the radius and the height both doubled, then the volumes would increase 8 times. This corresponds to option 8.
a) It would take 9 times filling up glass B and pouring into glass A to fill up glass A. This corresponds to option 9.
b) If the height of the glasses doubled, then the volumes would increase 8 times. This corresponds to option 8.
c) If the radius of the glasses doubled, then the volumes would increase 4 times. This corresponds to option 4.
d) If the radius and the height both doubled, then the volumes would increase 8 times. This corresponds to option 8.
1 answer