By the given diagram,
The diameter of the semicircle = The line segment having the end points (-4,-2) and (3,2),
Thus, the radius of the semicircle = √65/2 unit,
Now, by the given diagram,
The area of the triangle having the vertices (-4,-2), (3,2) and (-4,2) ( By the coordinate form of area of a triangle formula )
Hence, the total area of the given figure = Area of semicircle having diameter √65 + area of triangle having vertices (-4,-2), (3,2) and (-4,2)
⇒ Fourth option is correct.
2) C) 37.5 units²
3) a) 14+16.25π units²
4) 25.5 square units
5) 40 units²
1. The area of the polygon can be found by counting the number of unit squares inside the polygon.
We have 31.5 unit squares. Therefore the area is 31.5 square units.
2. We still count the square units. This time, we have 37.5 unit squares.
Therefore the area is 37.5 units²
The correct answer is C
3. The area of a semi-circle is given by
From the diagram, the diameter of the semi- circle is
This implies that:
The area of the semi-circle is
The area of the triangular part is ½*7*4=14 square units.
Therefore the area of the figure is:
14+16.25π square units
5. The area of the composite figure is the area of the triangular portion plus the area of the rectangular portion.
The area of the rectangular portion is 5*7=35 square units.
The area of the triangular portion is ½*2*5=5 square units.
The area of the composite figure is 5+35=40 square units.
if x = 2 you have to find x to finish the problem
answer: answer is c!
ok i got to organize the
3/15 and 12/55
3*4 equals 12 but not
5/18 = 25/90
18*5 = 90
hope that you!
one more happy customer!