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4
27
×
3
×
10
8
4\sqrt{27\times 3\times {10}^{8}}
4
2
7
×
3
×
1
0
8
+
−
.
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>
<
×
÷
/
log
≥
≤
(
)
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x
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4sqrt(27*3*10^8)
4sqrt(27*3*10^8)
4\sqrt{27\times 3\times {10}^{8}}
1
Simplify
27
×
3
27\times 3
2
7
×
3
to
81
81
8
1
.
4
81
×
10
8
4\sqrt{81\times {10}^{8}}
4
8
1
×
1
0
8
2
Use this rule:
a
b
=
a
b
\sqrt{ab}=\sqrt{a}\sqrt{b}
a
b
=
a
b
.
4
81
10
8
4\sqrt{81}\sqrt{{10}^{8}}
4
8
1
1
0
8
3
Since
9
×
9
=
81
9\times 9=81
9
×
9
=
8
1
, the square root of
81
81
8
1
is
9
9
9
.
4
×
9
10
8
4\times 9\sqrt{{10}^{8}}
4
×
9
1
0
8
4
Simplify
10
8
\sqrt{{10}^{8}}
1
0
8
to
10
4
{10}^{4}
1
0
4
.
4
×
9
×
10
4
4\times 9\times {10}^{4}
4
×
9
×
1
0
4
5
Simplify
4
×
9
4\times 9
4
×
9
to
36
36
3
6
.
36
×
10
4
36\times {10}^{4}
3
6
×
1
0
4
Done
36*10^4
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