In fig. ABCD is a rectangle. Find the value of x and y
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Area of rectangle=l*b
Area of rectangle = 30*14
= 420 Cm square
In the formula of area of rectangle,take (x-y) as breadth and 30 cm as length
Area of rectangle = l*b
420= 30*(x-y)
420/30=x-y
14=x-y -1)
Now again in the formula of area of rectangle ,take length as (x+y) and breadth as 14 cm
Area of rectangle =l*b
420=14*(x+y)
420/14=x+y
30=x+y -2)
Solve equation 1) and 2)
x-y=14
x+y=30
- - -
_______
-2y= -16
y= -16/-2
y=8
Substitute y=8 in equation 1)
x-y=14
x-8=14
x=14+8
x=22
Area of rectangle = 30*14
= 420 Cm square
In the formula of area of rectangle,take (x-y) as breadth and 30 cm as length
Area of rectangle = l*b
420= 30*(x-y)
420/30=x-y
14=x-y -1)
Now again in the formula of area of rectangle ,take length as (x+y) and breadth as 14 cm
Area of rectangle =l*b
420=14*(x+y)
420/14=x+y
30=x+y -2)
Solve equation 1) and 2)
x-y=14
x+y=30
- - -
_______
-2y= -16
y= -16/-2
y=8
Substitute y=8 in equation 1)
x-y=14
x-8=14
x=14+8
x=22
Answered by
2
Answer:
Step-by-step explanation:
let AB and CD lengths be x,
BC and DA are breadths y.
Area of rectangle is LB so,
AB =CD
BC =DA
So area is xy
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