Math, asked by gurpreetkamboh64, 8 days ago

13. Time taken by A alone to finish a piece of work is 60% more than that taken by A and B together to finish the same piece of work. C is twice as efficient as B. If B and C together can complete the same piece of 1 work in 13-days, in how many days can 3 A alone finish the same piece of work? [SBI PO (Pre) 2017] (b) 24 (C) 16 (d) 28 (e) Other than those given as options ​

Answers

Answered by lata40386
1

Step-by-step explanation:

. Time taken by A alone to finish a piece of work is 60% more than that taken by A and B together to finish the same piece of work. C is twice as efficient as B. If B and C together can complete the same piece of 1 work in 13-days, in how many days can 3 A alone finish the same piece of work? [SBI PO (Pre) 2017] (b) 24 (C) 16 (d) 28 (e) Other than those given as options

. Time taken by A alone to finish a piece of work is 60% more than that taken by A and B together to finish the same piece of work. C is twice as efficient as B. If B and C together can complete the same piece of 1 work in 13-days, in how many days can 3 A alone finish the same piece of work? [SBI PO (Pre) 2017] (b) 24 (C) 16 (d) 28 (e) Other than those given as options

Answered by Abhinav3583
0

Answer:

First of all, we need to arrange the data in an ascending order. Thus, the data is presented below as:

15, 35, 43, 46, 48, 49, 50, 55

N = 8

Since the number of items in the series is even, thus the following formula is used to calculate the median.

Median=

Size of (

N

2

)th item + Size of (

N

2

+1)th item

2

=

Size of (

8

2

)th item + Size of (

8

2

+1)th item

2

=

Size of 4th item + Size of 5th item

2

=

46+48

2

=47

Thus, Median is 47.

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