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Let’s check out your problem:
−
57
=
d
6
−
72
-57=\frac{d}{6}-72
−
57
=
6
d
−
72
Find the value of
b
b
b
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Math Problems
Precalculus
Evaluate rational exponents
Full solution
Q.
−
57
=
d
6
−
72
-57=\frac{d}{6}-72
−
57
=
6
d
−
72
Find the value of
b
b
b
Isolate and Add
72
72
72
:
Step
1
1
1
: Isolate the term containing
d
d
d
. Add
72
72
72
to both sides to balance the equation.
−
57
+
72
=
(
d
6
)
−
72
+
72
-57 + 72 = \left(\frac{d}{6}\right) - 72 + 72
−
57
+
72
=
(
6
d
)
−
72
+
72
15
=
d
6
15 = \frac{d}{6}
15
=
6
d
Solve for d:
Step
2
2
2
: Solve for d.
\newline
Multiply both sides by
6
6
6
to get d alone.
\newline
15
×
6
=
d
15 \times 6 = d
15
×
6
=
d
\newline
90
=
d
90 = d
90
=
d
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\newline
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