In a stable there are men and horses in all there are 22heads and 72 feets how many men and how many horses are in the stable? solve this problem
Answers
Answered by
0
there are 14 horses and 8 mens.
1 horse = 4 legs
1 men = 2 lege
14*4 =56
8*2 = 16
56+16=72 legs
1 horse = 4 legs
1 men = 2 lege
14*4 =56
8*2 = 16
56+16=72 legs
Answered by
0
14 horses and 8 men.<br>14x4 plus (8x2) = 72 feet
If, A => men and B => horses
So, A + B = 22 and 2A + 4B = 72
2 (22 - B) + 4 B = 72
44 - 2 B + 4 B = 72
44 + 2 B = 72
2 B = 72 - 44 = 28
B = 14 (horses)
So, there are in the stable 8 men and 14 horses.
If, A => men and B => horses
So, A + B = 22 and 2A + 4B = 72
2 (22 - B) + 4 B = 72
44 - 2 B + 4 B = 72
44 + 2 B = 72
2 B = 72 - 44 = 28
B = 14 (horses)
So, there are in the stable 8 men and 14 horses.
Similar questions