Cost Of 3 Oranges and 4 bananas Rs.24 . If the cost of 1 orange is Rs.1 more then the cost of 1 banana ,then what's the cost of Orange?
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Answers
Answer:
Let the price of oranges be 'x' and bananas be 'y'.
3x+4y=24. ...(1)
x=y+1
x-y=1. ...(2)
3x+y=24/4=6
x+y=6/3
x+y=2. ...(3)
Subtracting eq.(2) from(3)
x-y=1
x+y=2
x=-1. (y will be eliminated)
Step-by-step explanation:
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Step-by-step explanation:
let cost of oranges be x and banana be y.
according to condition
3x+4y=24
according to second condition
x=1+y
x-y=1
now taking both to find x and y by elimination method .
3x+4y=24. × 1
x. -. y =1. × 3
3x+4y=24. changing sign of eq.
3x+3y=3
-. -. -
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0x+y=21
y=21
substitute y in any eq.
x-y=1
x=22
hence oranges cost Rs.22 and banana cost Rs.21