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 93 yards,76 and 76 is 6422.0 yards2

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 93 yards,base2 76 and 76 is 6422.0 yards2


    Area of Trapezoid 93 yd by 76 yd by 76 yd in other units

Value unit
5.8722768 km2
3.6488727 mi2
5872.2768 m2
19266.0 ft2
231192.0 in2
6422.0 yd2
587227.68 cm2
5872276.8 mm2

Steps:

Given that base1 = 93 yd and base2 = 76 yd and height =76 yd

Substitute the values of the bases(b1 = 93 yd and b2 = 76 yd) and height h = 76 76 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 = $1\above 1pt2$ * (76 yd) * (93 + 76) yd

Add the bases value b1 = 93 yd and b2 = 76 yd

Area = $1\above 1pt2$ * 76 yd * (169.0 yd)

Multiply 76 yd and 169.0 yd

Area = $1\above 1pt2$ * 12844.0 yd2

Divide 12844.0 yd by 2

Area = 6422.0 yd2

∴ Area of a Trapezoid 93 yd by 76 yd by 76 yd is 6422.0 yd2