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What are two integers that can get the product -16?

a. -4, 4
b. -2, 8
c. -1, 16
d. -8, 2

1 Answer

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Final answer:

The two integers that produce the product -16 are -8 and 2 because the multiplication of two numbers with opposite signs results in a negative product.

Step-by-step explanation:

To find two integers that can get the product -16, we need to recall the rules for multiplication of integers with different signs. According to these rules:

  • When two positive numbers multiply, the result is positive.
  • When two negative numbers multiply, the result is again positive.
  • When the two numbers multiplied have opposite signs, the result is negative.

Looking at the options given, option d suggests the integers -8 and 2 as potential factors. Let's multiply these to confirm.

(-8) × 2 = -16

Indeed, the product of -8 and 2 is -16, confirming that these two integers satisfy the given condition.

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