Write a real-world problem for \(\frac{5}{6}\) divided by \(\frac{1}{12}\).
Answer (3)
Mia travels 5/6 miles in 1/12 hours. Calculate her speed. ;
The **quotient **of the **division **are solved and A = ( 5/6 ) / ( 1/2 ) = ( 5/3 )
Given data ,
Tom has baked a batch of cookies . He wants to distribute the cookies equally among his friends. In each serving , he can fit 5/6 of a batch. Each friend can eat 1/12 of a batch.
How many friends can Tom serve with one batch of cookies?
To solve this problem, we need to divide the amount that can be served in each **serving **(5/6 of a batch) by the amount each friend can eat (1/12 of a batch).
Let the **equation **be represented as A
Now , the value of A is
Let the numerator of the **fraction **be p
where the value of p = 5/6
Let the denominator of the **fraction **be q
where q = 1/2
Now , the **fraction **is A = p/q
On simplifying the expression , we get
So , the left hand side of the **equation **is equated to the right hand side by the value of p/q
A = ( 5/6 ) / ( 1/2 )
On further simplification , we get
A = ( 5/6 ) x 2
A = ( 5/3 )
Therefore , the value of A = ( 5/3 )
Hence , the **fraction **is A = ( 5/3 )
To learn more about **fractions **click :
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Samantha can serve 10 friends by sharing her 6 5 pizza, where each friend eats 12 1 of a pizza. This is calculated by dividing 6 5 by 12 1 which simplifies to 10. The process involves multiplying the first fraction by the reciprocal of the second fraction.
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