What 2 factors have a sum of -3 and a product of-32
Answers
Answer:
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Answer:
The factors are: 4 and -8
Step-by-step explanation:
From the above question,
Start with the aid of writing the equation:
x + y = -3
Multiply each aspects of the equation through -32 to get:
-32x - 32y = -96
Subtract -32x from each facets of the equation to get:
-32y = -96 + 32x
Divide each facets of the equation with the aid of -32 to get:
y = -3 + x
Substitute -3 for y in the authentic equation:
x + (-3) = -3
Solve for x:
x = 0
Substitute zero for x in the equation y = -3 + x:
y = -3 + 0
Solve for y:
y = -3
Now that we comprehend the values of each x and y, we can decide the two factors: x = zero and y = -3. So the two elements are 0 and -3.
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