Math, asked by deepika1040, 9 months ago

in a camp there is enough for 3300 men for 45 days how long the floor will last 15 more people join the camp after 3 days ❣️​

Answers

Answered by BrainlyRaaz
51

Given :

  • In a camp there is enough for 3300 men for 45 days.

  • 15 more people join the camp after 3 days.

To find :

  • How long the floor will last =?

Step-by-step explanation :

15 extra men join then total men = 3300 + 15 = 3315.

Let,after the joining of 15 men (after 3 days), It took x days to the floor will last.

According to the question :

➮ 3300 × 45 = 3300 × 3 + 3315 × x

➮ (3300 × 45) - (3300 × 3) = 3315x

➮ 3300(45 - 3) = 3315x

➮ 3300 × 42 = 3315x

➮ 138,600 = 3315x

➮ 138,600/3315 = x

➮ x = 41.80

Or, 42 (approx)

Therefore, the floor will last = 41.80 Or 42 days (approx) .

Answered by MystícPhoeníx
363

Correct Question

☛In a camp there is enough for 3300 men for 45 days how long the food will last 15 more people join the camp after 3 days.

Given:-

  • No.of men enough food for 45 days in a camp = 3300

To Find:-

  • How long the food will last 15 more people join the camp after 3 days.

Solution :-

According to the Question

Let, the number of days food last for d

3300 men in a camp, food enough for them =45days.

➭ food available for 1 man in a camp = 3300×45= 148500 days

➭ food required after 15 men join the camp for 3 days = 3300× 3 =9900

Remaining food after 15 men join for 3 days

148500-9900= 138600

➦ 138600= d × 3315

➭ d = 138600/3315

➭ d = 41.80 ≈ 42 day.

∴ The Food remaining for last days will be 42 days.

_______________________________

Short cut method to calculate .

➭ 3300× 45 = 3300×3 + 3315 × d

➭ 148500= 9900 + 3315 × d

➭ 148500-9900=3315× d

➭ d = 138600/3315

➭d = 42 days.


BrainlyRaaz: Perfect ✔️
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