What is the solution to this inequality? (x | x < 7)
1 answer:
Answer: The answer is at the bottom.
Step-by-step explanation:
Write
x
|
x
|
<
7
as a piecewise.
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{
x
2
<
7
x
≥
0
−
x
2
<
7
x
<
0
Solve
x
2
<
7
when
x
≥
0
.
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0
≤
x
<
√
7
Solve
−
x
2
<
7
when
x
<
0
.
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x
<
0
Find the union of the solutions.
x
<
√
7
The result can be shown in multiple forms.
Inequality Form:
x
<
√
7
Interval Notation:
(
−
∞
,
√
7
)
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Hope it help:)
You have to do 10.56 plus 88 and you will have your answer
Simplify it to 6v=12 divied 12 by 6 v=2
(9+w)w=252 or w(w+9)=252. The quadratic equation applies: w²+9w-252=0=(w+21)(w-12), so w=12, because a negative zero is meaningless. So the dimensions are width=12 in and length=21 in.