Side of the base of the pyramid: s=54 m
Height of the pyramid: h=260 m
Volumen of the building = Volumen of the pyramid = V=?
V=Ab*h/3
Area of the base = Area of a square = Ab=s^2=(54 m)^2→Ab=2,916 m^2
V=(2,916 m^2)*(260 m)/3→V=252,720 <span>m³
Answer: T</span>he volume of the building is 252,720 m³
Tail length = k (body length)
T= k (b)
2.7 = k (3)
2.7/3 = k
0.9 = k
[check result 2.7 = 0.9 (3) = 2.7]
T = 0.9
To find the area of a rhombus using diagonals, you must multiple the diagonals and divide then by 2. In this case 37 * 20 is 740. 740/2 is 370. 370 is your answer
Step-by-step explanation:
first go to 7 on the y-axis then go up 1/3 then right one and repeat
0.147058824 but you might just want to use your calculator.