When Mazen multiplied two integers together, the product was \(-28\).
What are the possible two integers that Mazen could have multiplied together?
All possible integer pairs that multiply to \(-28\):
\(1 \times (-28) = -28\)
\(-1 \times 28 = -28\)
\(2 \times (-14) = -28\)
\(-2 \times 14 = -28\)
\(4 \times (-7) = -28\)
\(-4 \times 7 = -28\)
Note: These are all the factor pairs of \(-28\).
\(-1 \times 28 = -28\)
\(2 \times (-14) = -28\)
\(-2 \times 14 = -28\)
\(4 \times (-7) = -28\)
\(-4 \times 7 = -28\)
MR/Nasef.N
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