CSAT, IAS 2015. UPSC 2015

CSAT DAILY MISSION #34

Question 1

A sum of Rs.700 has to be used to give seven cash prizes to the students of a school for their academic performance. If each prize is Rs.20 less than its preceding prize, what is the least value of a prize?

(A) 30

(B) 40

(C) 50

(D) 60

Question 2

If a bus travels 160 km in four hours and a train travels 320 km in five hours, what is the ratio of distances travelled by them in one hour?

(A) 8:5

(B) 5:8

(C) 4:5

(D) 1:2

Question 3

A man bought 300 quintal of sugar. He sold 200 quintal at the rate of Rs.126 per quintal and gained 5% on them. At what rate should he sell the remaining to gain 10% on the whole?

(A) Rs.144

(B) Rs.140

(C) Rs.155

(D) Rs.138

Question 4

Rohan walks a distance of 3 km towards North, then turns to his left and walks for 2 km. He again turns left and walks for 3 km. At this point he turns left and walks 3 km. How many kilometres away is he from his starting position?

(A) 1

(B) 2

(C) 3

(D) 0

Question 5

Four friends A, B, C and D distribute money in such a way that A gets one less than B, C gets 5 more than D, D gets 3 more than B. Who gets the least amount?

(A) A

(B) B

(C) C

(D) D



SOLUTIONS TO DAILY CSAT MISSION # 35

1. (D) 2. (C) 3. (C) 4. (A) 5. (A)

Explanations
1. CSAT_34

Total number of students in the class = (8 + 37) – 1 = 44

2. Hours between 3:30 pm and 4:00 am = 12.5 hours.
Number of minutes gained will be 12.5 * 2 = 25 minutes.

3. Let the price be Rs 100 per goods and the sale is also of 100 goods.
So the money obtained after selling all the 100 goods = Rs (100 * 100) = Rs 10000.
Now the increased price is Rs 110 per goods and the decreased sale is 95 goods.
So, the money obtained after selling all the 95 goods = Rs (110 * 95) = Rs 10450.
Therefore, increase in income = 10450 – 10000 = Rs 450. Increase % = (450 * 100)/10000 = 4.5%

4. See the representation in the following Venn diagram:
CSAT Daily Mission

The total number of people who got any one of the three will be (A + B + C + D + E + F + G).

G = 12. (D + G) = 40 (given). So, D = 28.
G = 12. (E + G) = 32 (given). So, E = 20.
G = 12. (F + G) = 20 (given). So, F = 08.

(A + D + G + F) = 112 (given). D = 28. F = 08. G = 12. So, A = 64.
(B + D + G + E) = 120 (given). D = 28. E = 20. G = 12. So, B = 60.
(C + E + G + F) = 160 (given). E = 20. F = 08. G = 12. So, C = 120.

So, now (A + B + C + D + E + F + G) = 312. This is the number of people who got at least one job.
So, people who got no job = 400 – 312 = 88.

5. Valid votes = 80% of 10000 = 8000.
Nishant got = 70% of valid votes, which means Arvind got 30% of the valid votes.
So, number of votes obtained by Arvind = 30% of 8000 = 2400.


Comments

9 responses to “CSAT DAILY MISSION #34”

  1. ABHISHEK Avatar
    ABHISHEK

    BBAAA

  2. Akshita Avatar
    Akshita

    1. B
    2. B
    3. A
    4. A
    5. A

  3. I think there’s a problem with the solution of Q#2 of http://forumias.com/home/csat-daily-mission-35/ . Although I too marked c as the correct answer, there is a problem. The q asks how many minutes will it have gained b 4 am implying that when the clock is showing 4, how many minutes has it gained. Now after 12 hrs have elapsed, the clock would have gained 12*2=24 min. So Instead of showing 3:30 it would be showing 3:54 am. Now the clock gains 1/30th of a min every min. So when the clock is showing 4:00 am, it would have gained a little more than 24 min (30/31 min). Is my reasoning flawed ?

  4. ashwin Avatar
    ashwin

    BBAAA

  5. Naveen Shekhar Avatar
    Naveen Shekhar

    1.B
    2.B
    3.A
    4.A
    5.A

  6. BBAAA

  7. BBAAA

  8. Renesh Avatar
    Renesh

    BBAAC

  9. Ashwani bhati Avatar
    Ashwani bhati

    B
    B
    A
    A
    A

Leave a Reply

Your email address will not be published. Required fields are marked *