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Byju's Answer
Standard XII
Mathematics
Sequence
Study the pat...
Question
Study the pattern:
91
×
11
×
1
=
1001
91
×
11
×
2
=
2002
91
×
11
×
3
=
3003
Write next seven steps. Check, whether the result is correct.
Try the pattern for
143
×
7
×
1
,
143
×
7
×
2
.
.
.
.
.
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Solution
Pattern
91
×
11
×
1
=
1001
91
×
11
×
2
=
2002
91
×
11
×
3
=
3003
91
×
11
×
4
=
4004
91
×
11
×
5
=
5005
91
×
11
×
6
=
6006
91
×
11
×
7
=
7007
91
×
11
×
8
=
8008
91
×
11
×
9
=
9009
91
×
11
×
10
=
10
,
010
Another pattern for
143
×
7
×
1
=
1001
143
×
7
×
2
=
2002
Result is correct.
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0
Similar questions
Q.
By looking at the following pattern, solve
91
×
11
×
8
.
91
×
11
×
1
=
1001
91
×
11
×
2
=
2002
91
×
11
×
3
=
3003
Q.
By looking at the following pattern,
Solve 91 x 11 x 5.
91 x 11 x 1 = 1001
91 x 11 x 2 = 2002
91 x 11 x 3 = 3003
Q.
The expression
5
5
8
6
3
7
of
6
7
11
9
1
8
÷
8
9
(
2
3
11
+
13
22
)
of
3
5
equals:
Q.
Study the pattern:
1
∗
8
+
1
=
9
12
∗
8
+
2
=
98
123
∗
8
+
3
=
987
1234
∗
8
+
4
=
9876
12345
∗
8
+
5
=
98765
Write the next two steps, can you say how the pattern works?
(Hint:
12345
=
11111
+
1111
+
111
+
11
+
1
).
Q.
Simplify the following expressions:
(11) 103 + 91 × 2 + 8
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