Mathematics
Grade6
Easy
Question
If Sonia gets
of pizza for 5 days, then ___________ part of the pizza will get for one day.
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)
Hint:
To find the part of pizza she eats per day ,we need to divide the Total size of pizza by Number of days she need to eat.
The correct answer is: ![fraction numerator 5 over denominator 8 end fraction](data:image/png;base64,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)
Total pizza =
pizza ; Number of days she eats = 5
Part of the pizza that Sonia gets every day ![equals fraction numerator 25 over denominator 8 end fraction divided by 5](data:image/png;base64,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)
we can multiply the reciprocal of the denominator with the numerator to find the value of the problem.
![equals fraction numerator 25 over denominator 8 end fraction cross times fraction numerator 1 over denominator 5 end fraction open parentheses text reciprocal of 5 is end text fraction numerator 1 over denominator 5 end fraction close parentheses](data:image/png;base64,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)
part of pizza
Therefore ,she eats
part of pizza each day.
Therefore ,she eats