farmer tom's chickens and sheeps are all in a jumble. He counts 48 heads and 134 legs, how many sheep does he have?
Answers
Answered by
1
Let the number of chickens be x and number of sheeps be y ;
According to the question :
x+y = 48
2x+4y = 134
x+2y = 67
48-y = 67-2y
67-48 = 2y-y
y = 19
-----------------------------------
Hence the total number of sheeps are 19
According to the question :
x+y = 48
2x+4y = 134
x+2y = 67
48-y = 67-2y
67-48 = 2y-y
y = 19
-----------------------------------
Hence the total number of sheeps are 19
Answered by
1
suppose number of chikens x and number of sheeps y
then
according heads
x+y=48, x=48-y
and according to legs
2x+4y=134, 2(x+2y)=134, x+2y=67, x=67-2y
then
48-y= 67-2y
y=67-48
y= 19
then
according heads
x+y=48, x=48-y
and according to legs
2x+4y=134, 2(x+2y)=134, x+2y=67, x=67-2y
then
48-y= 67-2y
y=67-48
y= 19
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