Q3A.

Question

Determine a valid conclusion that follows from the statement If one number is negative and another is positive, then their product must be negative. If a valid conclusion does not follow, write no valid conclusion and explain why.

The numbers are –3 and 4

Step-by-Step Solution

Verified

Answer

The conclusion follows from the statement “If one number is negative and another is positive, then their product must be negative”.

$(- 3) \cdot 4 = - 12$

1Step 1. Apply the concept of the product of negative and positive.

If one number is negative and another is positive, then their product must be negative.

2Step 2. Analyze the data.

Given numbers are –3 and 4.

Here –3 is negative and 4 is positive.

3Step 3. Multiply.

Multiply the given numbers:

$(- 3) \cdot 4 = - 12$

So, the conclusion follows from the statement “If one number is negative and another is positive, then their product must be negative”.

Q2B.

Q3B.

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