mohan have some cows and some cocks.total number of heads is55 and total number of legs is160 ,so how many cows and cocks mohan have?
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Answered by
6
Given,
No. of heads = 55
=> cows + cocks = 55
let no. of Cows be x
Then no. of cocks= 55-x
No. of legs = 160
4(x) + 2(55-x)= 160
{multiplying no. with no of legs}
4x + 110 -2x= 160
2x= 160 - 110
2x= 50
x= 25
•°•No. of cows= x= 25
& No. of cocks= 55-x= 55-25=30
Verification:
25 + 30= 55(no. of heads)
(25*4)+(30*2)= 160 (total legs)
data matched
hope it helps
;)
marl brainliest if you find this helpful
No. of heads = 55
=> cows + cocks = 55
let no. of Cows be x
Then no. of cocks= 55-x
No. of legs = 160
4(x) + 2(55-x)= 160
{multiplying no. with no of legs}
4x + 110 -2x= 160
2x= 160 - 110
2x= 50
x= 25
•°•No. of cows= x= 25
& No. of cocks= 55-x= 55-25=30
Verification:
25 + 30= 55(no. of heads)
(25*4)+(30*2)= 160 (total legs)
data matched
hope it helps
;)
marl brainliest if you find this helpful
krish2282:
thanks
Answered by
0
Answer:
25 and 30 is the answer of this question
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