Jason will use a 1/3 gallon pitcher to fill an empty 3/4 gallon water jug. How much water will he need in order to completely fill the water jug?
19 answers
He'll need 3/4 gallons of water.
Thanks
But is it a. Between 1 and full pitchers b. Between 2 and 3 full pitchers c. About 1/2 of a pitcher or d. About 1/4 of a full pitcher
And your answer is?
I think a or c
Yep, it's one of those.
Which
Is it c right
Sorry -- I wasn't thinking. It'll take a little more than 2 of the 1/3 gallon pitchers.
You can solve the equation "how many 1/3 pitchers must you fill to make 3/4" that is...
(1/3)times Pitcher = 3/4
(1/3)(P)= 3/4
so multiply both sides by 3
(3)(1/3)(P) = (3)(3/4)
the 3's reduce on the left leaving P = 9/4 or as Ms Sue said a little more than 2 gallons...
Since 9/4 is an improper fraction that makes 2 and 1/4 if it is converted to a mixed fraction.
(1/3)times Pitcher = 3/4
(1/3)(P)= 3/4
so multiply both sides by 3
(3)(1/3)(P) = (3)(3/4)
the 3's reduce on the left leaving P = 9/4 or as Ms Sue said a little more than 2 gallons...
Since 9/4 is an improper fraction that makes 2 and 1/4 if it is converted to a mixed fraction.
1/3 p-----to 3/4 g (g.c.f ) of 3 and 4 is 12.
1/3=4/12p
3/4=9/12
4/12 + 4/12=8/12
4/12 + 4/12+4/12=12/12, so Jason needs between 2and 3 full pitchers.
1/3=4/12p
3/4=9/12
4/12 + 4/12=8/12
4/12 + 4/12+4/12=12/12, so Jason needs between 2and 3 full pitchers.
2 1/4
i dont get the anser two this questions
can you solve this problem for me,
there is a 1/3 gallon of water in a 3-gallon container how much of the container is full?
there is a 1/3 gallon of water in a 3-gallon container how much of the container is full?
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uh hi...
I thought it could be b