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What is the sign of p*(q)/(p) when p > 0 and q=0 ? Choose 1 answer: A) Positive (B) Negative (c) Zero

What is the sign of p⋅qp p \cdot \frac{q}{p} when p>0 and q=0 q=0 ?\newlineChoose 11 answer:\newline(A) Positive\newline(B) Negative\newline(c) Zero

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Full solution

Q. What is the sign of p⋅qp p \cdot \frac{q}{p} when p>0 p>0 and q=0 q=0 ?\newlineChoose 11 answer:\newline(A) Positive\newline(B) Negative\newline(c) Zero
  1. Plug in values: First, let's plug in the values we know into the expression p×qpp\times\frac{q}{p}. Since q=0q=0, the expression becomes p×0pp\times\frac{0}{p}.
  2. Simplify expression: Now, we simplify the expression by multiplying pp and 00 which gives us 00, and then we divide that by pp. So we have 0p\frac{0}{p}.
  3. Final result: Since any number divided by itself is 11, and 00 divided by any positive number is 00, our expression 0p\frac{0}{p} simplifies to 00.

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