Created By : Abhinandan Kumar

Reviewed By : Rajashekhar Valipishetty

Last Updated : May 30, 2023


Enter the Base (base 1)

Enter the Base (base 2)

Enter the height


Area of a Trapezoid 63 meters,40 and 17 is 875.5 meters2

Area of a Trapezoid is equal to 1/2 times the height times the sum of the bases(b1 + b2). If a Trapezoid has a base1 63 meters,base2 40 and 17 is 875.5 meters2


    Area of Trapezoid 63 m by 40 m by 17 m in other units

Value unit
0.8755 km2
0.5440118 mi2
875.5 m2
2872.3753281 ft2
34468.503937 in2
957.4584427 yd2
87550.0 cm2
875500.0 mm2

Steps:

Given that base1 = 63 m and base2 = 40 m and height =17 m

Substitute the values of the bases(b1 = 63 m and b2 = 40 m) and height h = 17 17 into the formula for the area of a trapezoid.

Area = $1\above 1pt2$ * height * (base1 +base2)

Put the value of base and height value in Area Formula.

Area = $1\above 1pt2$ * (17 m) * (63 + 40) m

Add the bases value b1 = 63 m and b2 = 40 m

Area = $1\above 1pt2$ * 17 m * (103.0 m)

Multiply 17 m and 103.0 m

Area = $1\above 1pt2$ * 1751.0 m2

Divide 1751.0 m by 2

Area = 875.5 m2

∴ Area of a Trapezoid 63 m by 40 m by 17 m is 875.5 m2