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Algebra
Solve for b2 A=1/2h(b_1+b_2)
A
=
1
2
h
(
b
1
+
b
2
)
A
=
1
2
h
(
b
1
+
b
2
)
Step 1
Apply the
distributive property
.
A
=
1
2
⋅
(
h
b
1
+
h
b
2
)
A
=
1
2
⋅
(
h
b
1
+
h
b
2
)
Step 2
Apply the
distributive property
.
A
=
1
2
(
h
b
1
)
+
1
2
(
h
b
2
)
A
=
1
2
(
h
b
1
)
+
1
2
(
h
b
2
)
Step 3
Multiply
1
2
(
h
b
1
)
1
2
(
h
b
1
)
.
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Step 3.1
Combine
h
h
and
1
2
1
2
.
A
=
h
2
b
1
+
1
2
(
h
b
2
)
A
=
h
2
b
1
+
1
2
(
h
b
2
)
Step 3.2
Combine
h
2
h
2
and
b
1
b
1
.
A
=
h
b
1
2
+
1
2
(
h
b
2
)
A
=
h
b
1
2
+
1
2
(
h
b
2
)
A
=
h
b
1
2
+
1
2
(
h
b
2
)
A
=
h
b
1
2
+
1
2
(
h
b
2
)
Step 4
Multiply
1
2
(
h
b
2
)
1
2
(
h
b
2
)
.
Tap for more steps...
Step 4.1
Combine
h
h
and
1
2
1
2
.
A
=
h
b
1
2
+
h
2
b
2
A
=
h
b
1
2
+
h
2
b
2
Step 4.2
Combine
h
2
h
2
and
b
2
b
2
.
A
=
h
b
1
2
+
h
b
2
2
A
=
h
b
1
2
+
h
b
2
2
A
=
h
b
1
2
+
h
b
2
2
A
=
h
b
1
2
+
h
b
2
2
⎡
⎢
⎣
x
2
1
2
√
π
∫
x
d
x
⎤
⎥
⎦
[
x
2
1
2
π
∫
x
d
x
]
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