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Simplify (3/4+4/5*i)-(1/2-3/10*i)
(
3
4
+
4
5
⋅
i
)
-
(
1
2
-
3
10
⋅
i
)
Step 1
Simplify each
term
.
Combine
4
5
and
i
.
3
4
+
4
i
5
-
(
1
2
-
3
10
⋅
i
)
Simplify each
term
.
Combine
i
and
3
10
.
3
4
+
4
i
5
-
(
1
2
-
i
⋅
3
10
)
Move
3
to the left of
i
.
3
4
+
4
i
5
-
(
1
2
-
3
i
10
)
3
4
+
4
i
5
-
(
1
2
-
3
i
10
)
Apply the
distributive property
.
3
4
+
4
i
5
-
1
2
-
-
3
i
10
Multiply
-
-
3
i
10
.
Multiply
-
1
by
-
1
.
3
4
+
4
i
5
-
1
2
+
1
3
i
10
Multiply
3
i
10
by
1
.
3
4
+
4
i
5
-
1
2
+
3
i
10
3
4
+
4
i
5
-
1
2
+
3
i
10
3
4
+
4
i
5
-
1
2
+
3
i
10
Step 2
To write
-
1
2
as a
fraction
with a
common denominator
,
multiply
by
2
2
.
3
4
-
1
2
⋅
2
2
+
4
i
5
+
3
i
10
Step 3
Write each
expression
with a
common denominator
of
4
, by multiplying each by an appropriate
factor
of
1
.
Multiply
1
2
by
2
2
.
3
4
-
2
2
⋅
2
+
4
i
5
+
3
i
10
Multiply
2
by
2
.
3
4
-
2
4
+
4
i
5
+
3
i
10
3
4
-
2
4
+
4
i
5
+
3
i
10
Step 4
Combine
the
numerators
over the
common denominator
.
3
-
2
4
+
4
i
5
+
3
i
10
Step 5
Subtract
2
from
3
.
1
4
+
4
i
5
+
3
i
10
Step 6
To write
4
i
5
as a
fraction
with a
common denominator
,
multiply
by
2
2
.
1
4
+
4
i
5
⋅
2
2
+
3
i
10
Step 7
Write each
expression
with a
common denominator
of
10
, by multiplying each by an appropriate
factor
of
1
.
Multiply
4
i
5
by
2
2
.
1
4
+
4
i
⋅
2
5
⋅
2
+
3
i
10
Multiply
5
by
2
.
1
4
+
4
i
⋅
2
10
+
3
i
10
1
4
+
4
i
⋅
2
10
+
3
i
10
Step 8
Combine
the
numerators
over the
common denominator
.
1
4
+
11
i
10
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