The suml of two integer is -11, and their product is -80, what are the two integers?
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Solution:
Let x and y be the two integer.
Sum of the two integer:
x+y=-11, so
if x = -16 and y = 5, we substitute this values to their corresponding variable,
we got
-16+5=-11
Product of the two integer:
x*y=-80, so
if x = -16 and y = 5, we substitute this values to their corresponding variable,
we got
-16*5=-80.
Therefore, the two integer are -16 and 5.
Let x and y be the two integer.
Sum of the two integer:
x+y=-11, so
if x = -16 and y = 5, we substitute this values to their corresponding variable,
we got
-16+5=-11
Product of the two integer:
x*y=-80, so
if x = -16 and y = 5, we substitute this values to their corresponding variable,
we got
-16*5=-80.
Therefore, the two integer are -16 and 5.
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