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Byju's Answer
Standard V
Mathematics
Numbers
Look at this ...
Question
Look at this pattern of numbers and take it forward.
1
=
1 ×
1
121
=
11 ×
11
12321
=
111 ×
111
1234321
=
?
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Solution
1
=
1 ×
1
121
=
11 ×
11
12321
=
111 ×
111
1234321
=
1111 ×
1111
123454321
=
11111 ×
11111
12345654321
=
111111 ×
111111
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2
Similar questions
Q.
Look for the pattern and take this forward.
0
×
9
+
1
=
1
1
×
9
+
2
=
11
12
×
9
+
3
=
111
123
×
9
+
4
=
1234
×
9
+
5
=
12345
×
9
+
6
=
Q.
Arrange the numbers in ascending order:
-1, -11 , 111 , -111 , 11 , 0 , 1
Q.
Look at the following pattern:
30
=
2
1
×
3
1
×
5
1
, Total number of factors
(
1
+
1
)
(
1
+
1
)
(
1
+
1
)
=
2
×
2
×
2
=
8
.
30
is divisible by
8
factors i.e.
1
,
2
,
3
,
5
,
6
,
10
,
15
,
30
.
Find the pattern.
Q.
By looking at the following pattern, solve
91
×
11
×
8
.
91
×
11
×
1
=
1001
91
×
11
×
2
=
2002
91
×
11
×
3
=
3003
Q.
Look at the following pattern:
1
2
=
1
11
2
=
121
111
2
=
12321
1111
2
=
1234321
11111
2
=
123454321
Make a conjecture about each of the following:
111111
2
=
1111111
2
=
Check if your conjecture is true.
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