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Aptitude
The remainder when 1010+ 10100+101000+ . . . . . . + 101000000000 is divided by 7 is
0
1
2
5
Number of terms in the series = 10.(We can get it easily by pointing the number of zeros in power of terms.In 1st term number of zero is 1, 2nd term 2, and 3rd term 3 and so on.)1010/7, Written as,(7+3)(4*2+2)/7The remainder will depend on,32/7So, remainder will be 2.10100/7, Can be written as,3100/7.Or, 325*4/7Or, 34/7.Remainder = 1101000/7, Remainder = 21010000/7, Remainder = 1So, we get alternate 2 and 1 as remainder, five times each.So, required remainder is given by
(2+1+2+1+2+1+2+1+2+1)/7= 15/7
Remainder: 1
The number of oranges in three basket are in the ratio 3 : 4 : 5. In which ratio the no. of oranges in first two basket must be increased so that the new ratio becomes 5 : 4 : 3 ?
3:4
2:1
2:3
1:3
Let,B1 : B2 : B3 = 3x : 4x : 5xAgain,B1 : B2 : B3 = 5y : 4y : 3yNumber of oranges remain constant in third basket as increase in oranges takes place only in first two baskets.Hence, 5x = 3y `x=(3y)/5`and,3x : 4x : 5x → `(9y) /5 : (12y) /5 : (15y) /5 = 9y : 12y : 15y`And, 5y : 4y : 3y → 25y : 20y : 15yTherefore, Increment in first basket = 16.Increment in second basket = 8.Thus, Required ratio = 16 /8 = 2 : 1
The cost of setting up a magazine is Rs. 2800. The cost of paper and ink etc is Rs. 80 per 100 copies and printing cost is Rs. 160 per 100 copies. In last month 2000 copies were printed but only 1500 copies could be sold at Rs. 5 each. Total 25% profit on the sale price was realized. There is one more resource of income from magazine which is advertising. What sum of money obtained from the advertising in magazine?
Rs.1750
Rs.2350
Rs.1150
Rs.1975
Set up cost = Rs. 2800Paper etc = Rs. 1600Printing cost = Rs. 3200Total cost = Rs. 7600Total sale price = 1500*5 = 7500Let amount obtained from advertising be x then,(7500+x)-7600 = 25 % of 7500x = 1975.
Today is Monday. After 63 days, it will be :
Tuesday
Monday
Sunday
Saturday
Each day of the week is repeated after 7 days.
`63/7`=`9`, Remainder:0
So, after 63 days, it will be Monday.
Avinash covers a distance of 8km in 50 minutes. If he covers 3km distance in 2/5th of time then, What speed should he maintain to cover the remaining distance in the remaining time?
13 Kmph
14 Kmph
15 Kmph
11 Kmph
Total distance = 8 Km Total time = 50 minutes Time taken to cover the distence of 3 Km = `50**(2/5) = 20 min = 1/3 hours` Remaining distance = 8 - 3 = 5 Km Required speed = `5/((1/3)) = 15 Kmph`
Fresh fruit contains 68% water and dry fruit contains 20% water. How much dry fruit can be obtained from 100 kg of fresh fruits ?
20
30
40
50
The fruit content in both the fresh fruit and dry fruit is the same.
Given, fresh fruit has 68% water. So remaining 32% is fruit content. Weight of fresh fruits is 100kg
Dry fruit has 20% water. So remaining 80% is fruit content. Let weight of dry fruit be y kg.
Fruit % in freshfruit = Fruit% in dryfruit
`(32/100) ** 100 = (80/100 ) ** y`
We get, y = 40 kg
In a two-digit number, the digit in the unit's place is more than twice the digit in ten's place by 1. If the digits in the unit's place and the ten's place are interchanged, difference between the newly formed number and the original number is less than the original number by 1. What is the original number ?
35
36
37
39
Let the ten's digit be x. Then, unit's digit = 2x + 1.[10x + (2x + 1)] - [{10 (2x + 1) + x} - {10x + (2x + 1)}] = 1<=> (12x + 1) - (9x + 9) = 1 <=> 3x = 9, x = 3.So, ten's digit = 3 and unit's digit = 7. Hence, original number = 37.
Find the odd man out?
396, 462, 572, 427, 671, 264.
671
462
427
264
In each number except 427, the middle digit is the sum of other two.
Three numbers are in the ratio 4 : 5 : 6 and their average is 25. The largest number is :
60
Let the numbers be 4x, 5x and 6x.Then, `(4x + 5x + 6x ) / 3 = 25` => 5x = 25=> x = 5. Largest number 6x = 30.
The diagonal of a rectangle is cm and its area is 20 sq. cm. The
perimeter of the rectangle must be:
18
28
38
48
`sqrt(l^2+b^2) = sqrt(41)` (or) `l^2+b^2 = 41`
Also, `lb = 20`
`(l+b)^2 = l^2 + b^2 + 2lb`
`= 41 + 40 = 81`
`(l + b) = 9`
Perimeter = `2(l + b) = 18 cm`
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