The value of (11−−√−2–√)(11−−√+2–√) is
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Step-by-step explanation:
1
−
7−2
10
3
−
8+4
3
4
=(
11−2
30
1
)
2
1
−(
7−2
10
3
)
2
1
−(
8+4
3
4
)
2
1
=(
5+6−2
5
6
1
)
2
1
−(
5+2−2
5
2
3
)
2
1
−(
6+2+2
6
2
4
)
2
1
=(
(
6
−
5
)
2
1
)
2
1
−3(
(
5
−
2
)
2
1
)
2
1
−4(
(
6
+
2
)
2
1
)
2
1
=(
6
−
5
1
)
2
2
−3(
5
−
2
1
)
2
2
−4(
6
+
2
1
)
2
2
=(
6
−
5
1
×
6
+
5
6
+
5
)
2
2
−3(
5
−
2
1
×
5
+
2
5
+
2
)
2
2
−4(
6
+
2
1
×
6
−
2
6
−
2
)
2
2
=(
6
+
5
)−(
5
+
2
)−(
6
−
2
)=0
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