SOLUTION: In an examination adenike obtained 19 marks more than musa. If adenike had obtained one and a half time her own marks she would have scored 6 marks more than Musa’s marks. Find t
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Question 1204146: In an examination adenike obtained 19 marks more than musa. If adenike had obtained one and a half time her own marks she would have scored 6 marks more than Musa’s marks. Find the marks scored by each of them Found 2 solutions by ikleyn, greenestamps:Answer by ikleyn(52781) (Show Source):
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In an examination adenike obtained 19 marks more than musa.
If adenike had obtained one and a half time her own marks she would have scored 6 marks more than Musa’s marks.
Find the marks scored by each of them
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Let A be the Adenika's mark (=score);
let M be the Musa's mark (score).
Then, according to the problem
A - M = 19 (1) ("In an examination adenike obtained 19 marks more than musa")
1.5A - M = 6 (2) ("If adenike had obtained one and a half time her own marks she would have scored 6 marks more than Musa’s marks")
It leads then, after subtracting equation (1) from equation (2) that
0.5A = 6 - 19 = -13,
or
A = - 26.
So A is negative value.
Since it is IMPOSSIBLE, it means that something is WRONG with your initial / original formulation.
Look for the error in your writing.
Find the error, fix it, then re-post to the forum.