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In parallelogram MNOP , PK=5x and KN=x2−14 . What is PN ? 7 36 70 100
asked
Mar 3, 2018
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In parallelogram MNOP , PK=5x and KN=x2−14 .
What is PN ?
7
36
70
100
Mathematics
high-school
Visual Sharp
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2
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5
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Answer:
The answer is 70
Explanation:
I took the test.
Feedy
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Mar 5, 2018
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Feedy
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PK=5x and KN=x2−14
PK = KN
so
5x = x^2 - 14
x^2 - 5x - 14 = 0
(x -7)(x+2) = 0
x+2=0,x = -2
x-7=0;x = 7
so answer for x is 7
PK=5x = 5(7) = 35
KN=x^2−14 = 7^2 - 14 = 49 - 14 = 35
and
PN = PK + KN
PN = 35 + 35
PN = 70
answer
C. 70
Mike Atlas
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Mar 7, 2018
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Mike Atlas
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