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Solve (x + 9)2 = 25. Apply the square root property of equality: Isolate the variable. = If x + 9 = 5, then x = . If x + 9 = –5, then x = .
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Solve (x + 9)2 = 25. Apply the square root property of equality: Isolate the variable. = If x + 9 = 5, then x = . If x + 9 = –5, then x = .
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Apr 14, 2018
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Solve (x + 9)2 = 25.
Apply the square root property of equality:
Isolate the variable.
=
If x + 9 = 5, then x =
.
If x + 9 = –5, then x =
.
Mathematics
high-school
TestingWithArif
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Answer:
-4 and -14
Explanation:
If x + 9 = 5, then x =
-4
If x + 9 = –5, then x =
-14
Serket
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Apr 16, 2018
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Serket
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We are asked to determine the two roots of the given expression (x+9)² = 25. We already have given the simplified and final answer such that we only need to perform transposition of +9 to the left side and perform either subtraction or addition. The solution is shown below:
If x+9 = 5 , transpose +9 to the left side and perform subtraction
x = 5 - 9
x = -4 so the first root is -4
If x+9 = -5 , transpose +9 to the left side and perform subtraction
x = -5 - 9
x = -14 so the second root is - 14
The answers are -4 and -14.
Curtis White
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Apr 20, 2018
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Curtis White
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