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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...Asked by MaryMartha Boucher
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 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
(Hint: Use your formulas to substitute V = 1½-½πr²h and V = πr²h)
c) If the radius of the glasses doubled, then the volumes would increase times
(Hint: Use your formulas to substitute V = ½-½πr²h and V = πr²h)
d) If the radius and the height both doubled, then the volumes would increase times
(Hint: Use your formulas to substitute V = ½³½πr²h and V = πr²h)
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Fill in the blanks:
(4 points)
a) It would take
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 times
(Hint: Use your formulas to substitute V = 1½-½πr²h and V = πr²h)
c) If the radius of the glasses doubled, then the volumes would increase times
(Hint: Use your formulas to substitute V = ½-½πr²h and V = πr²h)
d) If the radius and the height both doubled, then the volumes would increase times
(Hint: Use your formulas to substitute V = ½³½πr²h and V = πr²h)
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Answers
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Answered by
GPT 3.5
a) It would take 2 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.
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.
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