Solve $h ^ { 2 } = 100$ by the Square Root Property, if possible.
A) $h = 10 , h = - 10$
B) h=20
C) h=10
D) $h = 0 , h = 10$
E)no solutions

Name: Solve $h ^ { 2 } = 100$ by the Square Root Property, if possible. A) $h = 10 , h = - 10$ B) h=20 C) h=10 D) $h = 0 , h = 10$ E)no solutions
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Quizplus · Accepted Answer

The Square Root Property states that if $x^2 = a$, then $x = \sqrt{a}$ or $x = -\sqrt{a}$. Applying this to $h^2 = 100$, we get $h = \sqrt{100}$ or $h = -\sqrt{100}$, which simplifies to $h = 10$ or $h = -10$.

Solve h2=100h ^ { 2 } = 100h2=100 By the Square Root Property, If Possible

Solve $h ^ { 2 } = 100$ By the Square Root Property, If Possible