Compose the trapezoid into a parallelogram what is the area of the trapezoid
1 answer:
9514 1404 393
Answer:
26 square feet
Step-by-step explanation:
When two of the trapezoids are combined to make a parallelogram, the height remains the same (4 ft), but the width is the sum of the base lengths, 10 ft + 3 ft = 13 ft.
The area of the combined trapezoids is ...
A = bh = (13 ft)(4 ft) = 52 ft^2
The area of one trapezoid is half that, so is ...
A = (52 ft^2)/2 = 26 ft^2 . . . . area of the trapezoid
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The volume of sphere in terms of is 288
cubic inches, if the sphere has a radius of 6 inches.
Step-by-step explanation:
The given is,
A sphere has a radius of 6 inches
Step:1
Formula for volume of sphere is,
...........................(1)
where, r - radius of sphere
From given,
r - 6 inches
Equation (1) becomes,
= ( ∵
= 6×6×6 =216 )
=
( The volume of the sphere in terms of π, So keep the value of )
= 288
= 288 Cubic inches
Volume of sphere, V = 288 Cubic inches
Result:
The volume of sphere in terms of is 288
cubic inches, if the sphere has a radius of 6 inches.