A supply of juice lasts for 35
days. If its use is increased by
40% the number of days would
the same amount of juice lasts, is
Answers
Answered by
7
Answer:
21 days
Step-by-step explanation:
When the juice supply is normal, it lasts for 35 days.
If the supply increases by 40%, then it will last for 40% less than 35 days.
That means, (35 - 40% of 35) days
= (35 - 14) days
= 21 days
Answered by
20
Answer:
Step-by-step explanation
let x be old consumption and no of days to be calculate = A
juice 35 dino tak chalta h = it means = x * 35 = 35x
agar use/consumption 40% se incease hota = ( x + 40% x ) * A
35x = ( X + 40x/100 ) * A
35x = ( 140x/100 ) * A
35x * 100/140x = A
35 * 2/7 = A
A = 25
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