We can use the distributive property of multiplication to simplify the calculation of 999 × (-12) by breaking down -12 into smaller factors that are easier to multiply by 999:
999 × (-12) = 999 × (-10 - 2)
Using the distributive property of multiplication, we can distribute the 999 to each term inside the parentheses:
999 × (-10 - 2) = (999 × -10) + (999 × -2)
Now, we can simplify each multiplication:
999 × -10 = -9990
999 × -2 = -1998
Finally, we add these two products together to get the result:
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Answer:
-11988
Step-by-step explanation:
We can use the distributive property of multiplication to simplify the calculation of 999 × (-12) by breaking down -12 into smaller factors that are easier to multiply by 999:
999 × (-12) = 999 × (-10 - 2)
Using the distributive property of multiplication, we can distribute the 999 to each term inside the parentheses:
999 × (-10 - 2) = (999 × -10) + (999 × -2)
Now, we can simplify each multiplication:
999 × -10 = -9990
999 × -2 = -1998
Finally, we add these two products together to get the result:
999 × (-12) = (999 × -10) + (999 × -2) = -9990 - 1998 = -11988
Therefore, 999 × (-12) is equal to -11988.