If 48 men can stand a wall in 16 days . How long it will take to stand the same wall by 32 men?
Answers
Answered by
5
Since it is the question of inverse variation, we will follow the formula of x1y1=x2y2
Let the no. of days taken by 32 men be x
Let 48 men be x1
Let 32 men be x2
Let 16 days be y1
Let x be y2
ATQ
x1y1=x2y2
48×16=32x
x=48×16/32
=48/2
=24
24 days will be taken by 32 men.
HOPE IT HELPS AND A VERY HAPPY DIWALI....!!
Let the no. of days taken by 32 men be x
Let 48 men be x1
Let 32 men be x2
Let 16 days be y1
Let x be y2
ATQ
x1y1=x2y2
48×16=32x
x=48×16/32
=48/2
=24
24 days will be taken by 32 men.
HOPE IT HELPS AND A VERY HAPPY DIWALI....!!
Answered by
8
Heya user !!!
Here's the answer you are looking for
48 men can stand a wall in 16
So, 1 man can stand the wall in 16 × 48 = 768 days
Thus, 32 men will take 768/32 = 24 days
Therefore, it will take 24 days for 32 men to stand the same wall.
★★ HOPE THAT HELPS ☺️ ★★
Here's the answer you are looking for
48 men can stand a wall in 16
So, 1 man can stand the wall in 16 × 48 = 768 days
Thus, 32 men will take 768/32 = 24 days
Therefore, it will take 24 days for 32 men to stand the same wall.
★★ HOPE THAT HELPS ☺️ ★★
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