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Q4
A basket contains some apples and oranges. 
(5)/(12) of the fruits are apples. There are 15 apples.
How many apples and oranges are there altogether?

Q44\newlineA basket contains some apples and oranges. 512 \frac{5}{12} of the fruits are apples. There are 1515 apples.\newlineHow many apples and oranges are there altogether?

Full solution

Q. Q44\newlineA basket contains some apples and oranges. 512 \frac{5}{12} of the fruits are apples. There are 1515 apples.\newlineHow many apples and oranges are there altogether?
  1. Set up equation: We know that 512\frac{5}{12} of the fruits are apples and there are 1515 apples. So, to find the total number of fruits, we can set up the equation (512)×total number of fruits=15(\frac{5}{12}) \times \text{total number of fruits} = 15.
  2. Solve for total: Now, we solve for the total number of fruits. We divide 1515 by (5/12)(5/12) to get the total.\newline15÷(5/12)=15×(12/5)=3615 \div (5/12) = 15 \times (12/5) = 36.
  3. Calculate total: So, there are 3636 fruits in total in the basket.

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