We are given a series of math problems. We need to solve problem number 15. The problem states: Three IT students P, Q, and R of UEMR develop an app and had GH¢ 135,000.00. P received twice as Q and Q received two-thirds as R. Find the amount received by Q.

1. Problem Description

We are given a series of math problems. We need to solve problem number

1

5. The problem states: Three IT students P, Q, and R of UEMR develop an app and had GH¢ 135,000.

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0. P received twice as Q and Q received two-thirds as R. Find the amount received by Q.

2. Solution Steps

Let the amount received by P be $p$, the amount received by Q be $q$, and the amount received by R be $r$.

We are given the following information:

$p + q + r = 135000$

$p = 2q$

$q = \frac{2}{3}r$

From the second equation, $p = 2q$.

From the third equation, $r = \frac{3}{2}q$.

Substituting these into the first equation, we get:

$2q + q + \frac{3}{2}q = 135000$

Multiplying by 2 to eliminate the fraction:

$4q + 2q + 3q = 270000$

$9q = 270000$

$q = \frac{270000}{9}$

$q = 30000$

3. Final Answer

The amount received by Q is GH¢ 30,000.

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0. The answer is A.