The diagram shows a the roof of a shed from the side.George must determine its measurements so that he can order materials to repair it.First use pythagoras theorem to calculate the height AB and put that number correct to ONE decimal place in answer box 1.Second, calculate the height AD, by noticing that CE = 1.1 m, and put that number correct to ONE decimal place in answer box 2.Thirdly, calculate the roof length AC by using the above results. Put that number correct to ONE decimal place in answer box 3.

Ford wants to calculate the height of a Christmas tree so he measures a distance of 9 m from the base of the tree (AC).Next he measures the angle x and finds it to be 160How tall is the tree (BC), rounded to the nearest 2 decimal places.(Put the numbers only in the box, do not enter any units.)

In the diagram above, if the side of the house and the side of the shed are parallel, what are the measures of angle1 and angle 2? ( Put the size of angle 1 in box 1 and angle 2 in box 2 with the number only and no degree symbol.)

Kyle is creating a sizeable square pyramid out of aluminum. He needs to know how many square feet of aluminum to buy at the hardware store.The pyramid has a square base with sides 3 feet long and a slant height of 5 feet.The area of the base is Blank 1 Question 9 ft2, and the total surface area is Blank 2 Question 9 ft 2.

You design a tree house using a coordinate plane. You plot the vertices of the floor at J(1, 1), K(1, 8), L(9, 8), and M(9, 1). The coordinates are measured in feet. What is the area of the tree house?Question 2Select one:a.56 feet2b.49 feet2c.28 feet2d.64 feet2

A shed is in the shape of a rectangular box with a triangular prism on top. The shed is 12 m long. The base of the rectangular box is 4 m wide and the walls are 2.5 m high. The full height, including the walls and the height of the triangular prism, is 5 m.