The area of a trapezium is 105cm^2 and it's height is 7 cm if one of the parallel side is longer than the other by 6 cm find the two parallel sides
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Sakshi asked in Math
the area of trapezium is 105cm2 and its height is 7 cm if 1 of the parallel sides is longer than the other side by 6 cm. find the 2 parallel sides
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Rupin Gore answered this
1 unhelpful votes in Math, Class X
Area of trapezium=105 sq. cm
Height of trapezium=7 cm
Parallel sides= x, x+6
Area of trapezium=1/2× sum of parallel sides × height
105 sq. cm=1/2×(x+x+6)×7
105=1/2×2x+6×7
2x + 6=105 × 2
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7
2x+6=14×2
x + 6= 28
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2
x= 14 - 6
1st side or x=8 cm
2nd side=x+6
= 8+6
=14 cm
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Given :-
Area of trapezium = 105cm sq.
height = 7cm
(according to the question )
One of the parallel side is longer than other than by 6cm
Let one parallel side be x cm
another parallel side = (x + 6)cm

So, one of the parallel side = x cm = 12cm
another parallel side = (x+6)cm = 12+6 = 18cm
Area of trapezium = 105cm sq.
height = 7cm
(according to the question )
One of the parallel side is longer than other than by 6cm
Let one parallel side be x cm
another parallel side = (x + 6)cm
So, one of the parallel side = x cm = 12cm
another parallel side = (x+6)cm = 12+6 = 18cm
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