The reflection shown in the picture is an example of what's called a <em>rigid transformation</em>, one that doesn't deform the original shape in any way. Rigid transformations preserve lengths and angles, which means that the measure of some angle ∠A is going to be equivalent to the measure of the corresponding transformed angle ∠A'
Here, we see that the only response which represents that correspondence is the last one: m∠BCA = m∠B'C'A'
(0,-9) could be a solution
Divide 16 by 2 first following PEMDAS.
10 - 8
Solve
2
Answer:
2165.34 square yards
Step-by-step explanation:
It is as simple as finding the area of a circle. The given figure is a small sector of a circle with given angle '∅' and radius 'r'.
A circle completes
° to complete its whole area.
So, we can find area of a sector of a circle by the formula =(∅/
°)
²
To find area of semicircle we take as
area of semicircle=
² or (
°/
°)
² : as semicircle forms ∠180°

Similarly, for above figure given values are ∅
° and
yards
So, the area of the given sector is = (
°/
°)
= 
Area of the sector = 2165.34 square yards