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Let’s check out your problem:
If
3
c
−
5
=
d
3c-5=d
3
c
−
5
=
d
, which of the following correctly gives
c
c
c
in terms of
d
d
d
? Choose
1
1
1
answer:
\newline
(A)
c
=
d
−
5
3
c=\frac{d-5}{3}
c
=
3
d
−
5
\newline
(B)
c
=
d
+
5
3
c=\frac{d+5}{3}
c
=
3
d
+
5
\newline
(C)
c
=
3
d
−
5
c=3d-5
c
=
3
d
−
5
\newline
(D)
c
=
3
d
+
15
c=3d+15
c
=
3
d
+
15
View step-by-step help
Home
Math Problems
Algebra 2
Simplify rational expressions
Full solution
Q.
If
3
c
−
5
=
d
3c-5=d
3
c
−
5
=
d
, which of the following correctly gives
c
c
c
in terms of
d
d
d
? Choose
1
1
1
answer:
\newline
(A)
c
=
d
−
5
3
c=\frac{d-5}{3}
c
=
3
d
−
5
\newline
(B)
c
=
d
+
5
3
c=\frac{d+5}{3}
c
=
3
d
+
5
\newline
(C)
c
=
3
d
−
5
c=3d-5
c
=
3
d
−
5
\newline
(D)
c
=
3
d
+
15
c=3d+15
c
=
3
d
+
15
Isolate
c
c
c
:
Start by isolating
c
c
c
in the equation
3
c
−
5
=
d
3c - 5 = d
3
c
−
5
=
d
.
Divide by
3
3
3
:
Next, divide both sides by
3
3
3
to solve for
c
c
c
.
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