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Byju's Answer
Standard VIII
Mathematics
Finding Square Root through Prime Factorisation
Evaluate: √3 ...
Question
Evaluate:
√
3
33
289
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Solution
√
3
33
289
=
√
3
×
289
+
33
289
=
√
867
+
33
289
=
√
900
289
=
√
¯
¯¯¯¯¯¯
¯
2
×
2
×
¯
¯¯¯¯¯¯
¯
3
×
3
×
¯
¯¯¯¯¯¯
¯
5
×
5
17
×
17
=
2
×
3
×
5
17
=
30
17
=
1
13
17
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33
Similar questions
Q.
Evaluate the next term of the pattern:
324
,
289
,
256
,
225
Q.
The difference between
3
3
3
and
(
3
3
)
3
Q.
The expression
333
555
+
555
333
is divisible by
Q.
If
P
=
5
33
+
5
33
+
5
33
+
5
33
+
5
33
and
Q
=
3
33
+
3
33
+
3
33
and
P
Q
=
15
x
, then x equal to
Q.
Find
√
289
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