the area of trapezium 300 m2 square to the perpendicular distance between the two parallel side is 15 mif the differences of The parallel sides is 16 m find the length of the parallel sides
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Answered by
34
hey
_______
•area of trapezium=1/2×(sum of || sides) × perpendicular distance
given
_______
•area=300m^2
•perpendicular distance =15m
let the parallel side be x
another be x-16
now, 1/2×(x+x-16)×15=300
15/2(2x-16)=300
15/2×2x-16×15/2=300
15x-120=300
15x=300+120
15x=420
x=28
•first parallel side=28m
•second parallel side =28-16=12m
hope helped
_______________
_______
•area of trapezium=1/2×(sum of || sides) × perpendicular distance
given
_______
•area=300m^2
•perpendicular distance =15m
let the parallel side be x
another be x-16
now, 1/2×(x+x-16)×15=300
15/2(2x-16)=300
15/2×2x-16×15/2=300
15x-120=300
15x=300+120
15x=420
x=28
•first parallel side=28m
•second parallel side =28-16=12m
hope helped
_______________
Answered by
40
Given :
Area of the trapezium = 300 m²
Perpendicular distance (Height) = 15 m
Let the smaller side= x
Now the bigger side = x+16
½× (x+x+16)×15 = 300
½× (2x+16) = 300/15
½×(2x+16) = 20
2x+16 = 40
2x = 24
x= 24/2 = 12 m
Now, x+16= 12+16 =28 m
#Be Brainly !!
Area of the trapezium = 300 m²
Perpendicular distance (Height) = 15 m
Let the smaller side= x
Now the bigger side = x+16
½× (x+x+16)×15 = 300
½× (2x+16) = 300/15
½×(2x+16) = 20
2x+16 = 40
2x = 24
x= 24/2 = 12 m
Now, x+16= 12+16 =28 m
#Be Brainly !!
saurav5951:
thanks
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