PE 4 - Progression | Algebra - Progressions
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A student in a class wrote down the first n natural numbers and calculated their sum. While calculating the sum, he forgot to add two consecutive numebers and got the sum as 7,370. Find the two numbers that she forgot to add.
- (a)
4 and 5
- (b)
5 and 6
- (c)
6 and 7
- (d)
7 and 8
- (e)
Cannot be determined
Answer: Option B
Workspace:
Find the ratio of 4th and 13th term of the series: + + + ...
- (a)
5 : 2
- (b)
4 : 13
- (c)
5 : 3
- (d)
7 : 2
Answer: Option A
Workspace:
In how many ways can 111 be written as the sum of three distinct integers in geometric progression?
Answer: 3
Workspace:
Find the sum of first 10 terms of the series 2 + 22 + 222 + ....
- (a)
×
- (b)
×
- (c)
×
- (d)
×
- (e)
None of these
Answer: Option A
Workspace:
Find the sum of the first 20 terms of the sequence 2, 3, 5, 7, 8, 11, …
Answer: 365
Workspace:
If the ratio of 5th terms of two Arithmetic Progressions is same as the ratio of their 9th terms, what is the ratio of their common differences?
- (a)
2 : 3
- (b)
1 : 2
- (c)
2 : 1
- (d)
1 : 1
- (e)
Cannot be determined
Answer: Option E
Workspace:
The first, second and last terms of an A.P. respectively are x, y and 2x. Find the sum of all the terms in the A.P.
- (a)
- (b)
- (c)
- (d)
Answer: Option C
Workspace:
In an A.P., the sum of first a terms is X & sum of first 2a terms is Y. If X = 3Y/4, find the sum of the first 3a terms of the A.P.
- (a)
X + Y
- (b)
Y - X
- (c)
X
- (d)
Y
- (e)
None of these
Answer: Option C
Workspace:
Find the sum of 12 - 22 + 32 - 42 + ... + 492 - 502.
- (a)
-1275
- (b)
-1250
- (c)
1275
- (d)
1325
- (e)
None of these
Answer: Option A
Workspace:
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