Area of a triangle with base of 5 and height of 8.
20 sq units
Butterfly or cross multiply
Area of a regular pentagon with an apothem of 6 and side length of 8.
120 sq units
What decimal number do we use for pi?
3.14
Probability of rolling a 2 or 3 on a dice.
2/6=1/3=33.3%
Area of a parallelogram with base of 7, side of 10, and height of 5.
35 sq units
A small rectangle has a side length of 8 and a perimeter of 20. A larger, similar rectangle has a side length of 12. What is the larger rectangle's perimeter?
30 units
Area of a regular octagon with apothem of 10 and side length of 6.
240 sq units
The segment that connects the center point to a point on the circle.
Radius
What is the probability of landing in a sector with arc measure of 90 degrees? (answer as a percentage)
25%
Area of a trapezoid with bases of 4 and 6. A height of 5
25 sq units
The ratio of the areas of two similar polygons is 25:36. What is the similarity ratio of their sides?
5:6
8 rad 3
Circumference of a circle with diameter of 12.
37.68 units
Probability of landing in a sector with arc measure of 215 degrees. (answer as percentage)
59.7%
Area of a rectangle is 60 sq units with a base of 5. What is the height?
12 units
The ratio of the areas of two similar polygons is 100:169. What is the similarity ratio of their sides?
10:13
Height of a regular triangle with side length of 22.
11 rad 3
Area of a circle with diameter of 12.
113.04 sq units
Probability of landing in a sector with arc measure of 50 degrees OR a sector with an arc measure of 110 degrees.
44.4%
Area of trapezoid is 35 sq units, with a height of 7 and base of 3. What is the other base measure?
7 units.
A small rectangle has a side length of 4 and an area of 32 sq units. A larger, similar rectangle has an area of 72. What is the larger rectangle's side length?
6 units
Area of a regular hexagon with side length of 18.
841.78 sq units
Area of a sector with arc measure of 167 and radius of 8.
93.2 sq units
A circle with radius of 15 has a triangle inside with a base of 8 and height of 3. What is the probability of landing in the shaded circular region?
694.5/706.5=98.3%