Question

. A consignment of fodder can feed 1260 cattle for
50 days. Given that all the cattle consume the
fodder at the same rate, find
(i) the number of cattle an equal consignment of
fodder can feed for 75 days,
(ii) the number of days an equal consignment of
fodder can last if it is used to feed 1575 cattle.​

Answer 1

Answer:

Divide 1260 by 50

then multiple with 25=630

Answer 2

Step-by-step explanation:

i)50 days of fodder consignment can feed =1260 cattles

Thus, 75 days of fodder consignment can feed = 1260×50÷75 =840

ii) A consignment of fodder feeds 1260 cattle for 50 days

The consignment of fodder =1260×50

Let 1575 castles finish the same consignment of fodder in x days.

Now,  x*1575=1260*50

⇒x= 50*1260/1575= 40

Thus, 1575 cattle will finish the same consignment of fodder in 40 days.

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