averages Model Questions & Answers, Practice Test for ibps rrb po prelims
The average of 5 consecutive odd numbers A, B, C, D and E is 41. What is the product of A and E?
Answer: (a)
Let the consecutive odd numbers be
x, x + 2, x + 4, x + 6 and x + 8
According to the question.
${x + x + 2 + x + 4 + x + 6 + x + 8}/5 = 41$
or, 5x + 20 = 41 × 5 = 205
or, 5x = 205 - 20 = 185
∴ $x = 185/5$ = 37
∴ A = 37 and E = 37 + 8 = 45
Required product = 37 × 45 = 1665
A batsman in his 12th innings makes a score of 63 runs and there by increases his average scores by 2. What is his average after the 12th innings?
Answer: (b)
Let the average of batsman after 11th innings = A
$\text"Total score made by batsman at the end of 11th innings"/11$ = A
∴ Total score after 11th innings = 11 A
Now, $\text"Total score after 11th innings + score made in 12th innings"/12$ = A + 2
⇒ 11A + 63 = (A + 2) × 12
⇒ 11A - 12 A = 24 - 63
⇒ A = 39
12th innings average = 39 + 2 = 41
The average of four positive integers is 73.5. The highest integer is 108 and the lowest integer is 29. The difference between the remaining two integers is 15. Which of the following is the smaller of the remaining two integers ?
Answer: (e)
Sum of four integers = 73.5 × 4 = 294
∴ Sum of two middle integers
= 294 - (108 + 29) = 157
Difference between two integers = 15
∴ The smaller number
= ${157 - 14}/2$ = 71
Consider two-digit numbers which remain the same when the digits interchange their positions. What is the average of such two-digit numbers?
Answer: (b)
All such 2 digt numbers whose digits are same, 11, 22, 33, 44 .... upto 99
Average = sum/9 = $(11 + 22 + 33+ .....+ 99)/9 = 55$
The average weight of 12 crewmen in a boat is increased by $1/3$ kg, when one of the crewmen whose weight is 55 kg is replaced by a new man. What is the weight of that new men (in kg) ?
Answer: (d)
Short-cut method:
Weight of new crewmen
= Replace man weight + [No. of crew men × increased average]
= 55 + 12 × $1/3$ = 59 kg
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