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Let’s check out your problem:
Solve the following equation for
x
x
x
. Express your answer in the simplest form.
\newline
4
+
3
(
−
6
x
+
6
)
=
9
+
4
(
8
x
−
6
)
4+3(-6 x+6)=9+4(8 x-6)
4
+
3
(
−
6
x
+
6
)
=
9
+
4
(
8
x
−
6
)
\newline
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Math Problems
Precalculus
Find the roots of factored polynomials
Full solution
Q.
Solve the following equation for
x
x
x
. Express your answer in the simplest form.
\newline
4
+
3
(
−
6
x
+
6
)
=
9
+
4
(
8
x
−
6
)
4+3(-6 x+6)=9+4(8 x-6)
4
+
3
(
−
6
x
+
6
)
=
9
+
4
(
8
x
−
6
)
\newline
Expand left side:
Expand the left side:
4
+
3
(
−
6
x
+
6
)
=
4
−
18
x
+
18
4 + 3(-6x + 6) = 4 - 18x + 18
4
+
3
(
−
6
x
+
6
)
=
4
−
18
x
+
18
.
Combine like terms left:
Combine like terms on the left side:
4
−
18
x
+
18
=
22
−
18
x
4 - 18x + 18 = 22 - 18x
4
−
18
x
+
18
=
22
−
18
x
.
Expand right side:
Expand the right side:
9
+
4
(
8
x
−
6
)
=
9
+
32
x
−
24
9 + 4(8x - 6) = 9 + 32x - 24
9
+
4
(
8
x
−
6
)
=
9
+
32
x
−
24
.
Combine like terms right:
Combine like terms on the right side:
9
+
32
x
−
24
=
32
x
−
15
9 + 32x - 24 = 32x - 15
9
+
32
x
−
24
=
32
x
−
15
.
Set sides equal:
Set the left side equal to the right side:
22
−
18
x
=
32
x
−
15
22 - 18x = 32x - 15
22
−
18
x
=
32
x
−
15
.
Add
x
x
x
terms:
Add
18
x
18x
18
x
to both sides to get the
x
x
x
terms on one side:
22
=
50
x
−
15
22 = 50x - 15
22
=
50
x
−
15
.
Add to isolate x:
Add
15
15
15
to both sides to isolate the
x
x
x
term:
37
=
50
x
37 = 50x
37
=
50
x
.
Divide to solve
x
x
x
:
Divide both sides by
50
50
50
to solve for
x
x
x
:
x
=
37
50
x = \frac{37}{50}
x
=
50
37
.
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\newline
(
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(
x
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)
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)
(
x
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\newline
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\newline
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