If P = 9A and Q = 7A, then P is how much percent more than Q?
2021
If P = 9A and Q = 7A, then P is how much percent more than Q?
Answer: A. 28.56 — To find how much percent P is more than Q, use the formula: ((P - Q) / Q) * 100. Substitute P = 9A and Q = 7A: ((9A - 7A) / 7A) * 100 = (2A / 7A) * 100 = (2 /…
- A.
28.56
- B.
40
- C.
22.22
- D.
33.33
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Correct answer: A
To find how much percent P is more than Q, use the formula: ((P - Q) / Q) * 100.
Substitute P = 9A and Q = 7A:
((9A - 7A) / 7A) * 100
= (2A / 7A) * 100
= (2 / 7) * 100
= 28.57...
Rounding to the nearest provided option gives 28.56%.
Final Answer: Option 1
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