QUESTION 1
The given inequality is
We group like terms to get,
This implies that,
or .
We simplify the inequality to get,
or .
We can write this interval notation to get,
.
QUESTION 2
.
We group like terms to get,
.
We split the absolute value sign to get,
or
This implies that,
or
or
or
We can write this interval notation to get,
.
QUESTION 3
The given inequality is
We split the absolute value sign to obtain,
or
This simplifies to
and
and
and
and
We write this in interval form to get,
QUESTION 4
The given inequality is
We split the absolute value sign to get,
or
This simplifies to,
or
This implies that,
or
or
or
We write this in interval notation to get,
2x – 5
–2x – 5
2x + 5
For this case we have the following expression:
Factoring the numerator we have:
Rewriting the denominator we have:
Canceling similar terms we have:
Answer:
The quotient of the division is given by:
AE=2
CE=3
DE=4
BE=?
AExBE = DExCE
2xBE = 4x3
2xBE = 12
BE = 12/2
BE=6
The answer is 6
g(x) = x^2 – 6x + 14
Step-by-step explanation:
x+ 3/2 = 7/8
3/2 is equivalent to the fraction 12/8
Since the two fractions have common denominators, you can do.
x= 7/8 - 12/8
x=(-5/8)
Hope this helps!!!
Answer:
x = -0.625
Step-by-step explanation:
x+3/2 = 7/8
x + 1.50 = 0.875
x = -0.625
Answer:
Note. There is a mismatch between the graph and the equation
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If we go by the equation, then:
simplify the answer. this is extremely hard