Area: 0.5*(29.75+19.25)*height = 171.5 square cm
Height: (171.5*2)/(29.75+19.25) = 7 cm
The isosceles trapezoid will have right angle triangles at each side with a base of (29.75-19.25)/2 = 5.25 cm so use Pythagoras to find its hypotenuse:-
Pythagoras: 7 squared+5.25 squared = 76.5625 and square root is 8.75
Perimeter: 8.75+8.75+29.75+19.25 = 66.5 cm
254
23.40
21.2 sq inches.
It is the square root of 48 times 4 which is about 27.713 rounded to three decimal places
It is: 4 times the square root of 80 which is about 35.777 feet to three decimal places.
23.5
That depends on its dimensions of which none have been given but the area of a trapezoid is: 0.5*(sum of its parallel sides)*height
no
If you mean vertices of (-1, 4) (2, 7) and (1, 5) then it is an isosceles triangle with a perimeter of square root of 18 plus square root of 5 plus square root of 5 which is about 8.715 rounded to three decimal places.
The perimeter of a triangle is a geometric property. The value can be expressed in decimal or binary form, or in any other base.
There are two equal sides of 19 units in the right angled triangle. To find the third side use Pythagoras' theorem: 192+192 = 722. The square root of 722 = 26.87005769 Perimeter of triangle = 19+19+26.87005769 = 64.87005769 Therefore perimeter of triangle rounded to 2 decimal places = 64.87 units.
Find the area of an equilateral triangle that has a perimeter of 21 inches. Round the answer to one decimal place.
Area: 0.5*(15+3.75)*height = 140.625 sq cm Height: (2*140.625)/18,75 = 15 cm The trapezoid will have 2 right angles each side with bases of (15-3.75)/2 = 5.625 and using the tangent ratio as follows:- arc tan(15/5.625) = 69.44 degrees rounded to two decimal places Its equal base angles are: 69.44, 69.44, 110.56 and 110.56 degrees Check: 69.44+69.44+110.56+110.56 = 360 degrees
23.40
254
l=.25p
Infinite; you could go into the decimal forever.