University:
Bradley University
Course:
MTH 119 | Calculus With Review B
Academic year:

2020
Views:

83

Pages:

3
Author:

Cale Mejia

Problem 1: Triangle with sides x, 2, and y. Side lengths are 4, 27, and x. Problem 2: Why are two triangles similar? Triangle with sides 21, x, and y. Side lengths are 15, y, and 5. Problem 3: Find the area and circumference of a circle. Radius is 7.5 cm. Problem 4: Find the arc length and area of sector XPY in a circle. Radius is 15 cm. Angle is 35 degrees. Problem 5: Find the area of a triangle. Base is 35 cm. Height is 14 cm. Problem 6: Find angles in a parallelogram. Angles are 55, 3, 2, and 19 degrees. Problem 7: Find angles in a triangle. Angles are 34, 32, and 114 degrees. Problem 8: Find the area of a triangle. Base is 14 cm. Height is 3 cm. Problem 9: Find x in a right triangle. Sides are 5, x, and 11 cm. Problem 10: Identify whether triangles are acute, obtuse, or right. Triangle 1: Sides are 3.7, 9, and 11 cm. Triangle 2: Sides are 7, 11, and 13 cm. Problem 1: Find x, y. Four triangles with different angles and side lengths. Angles: 45, 30, 60 degrees. Side lengths: 5, 20, 6, 30. Problem 2: Find x, y. Round. Triangle with angles 30, 45, and x degrees. Side lengths: 44, x, and y. Problem 3: Solve for y. Equation: (2y + 1)/3 = 2y/5. Problem 4: Bedroom: 11 ft by 15 ft. Scale: 1.5 in = 3 ft. Problem 5: Find area. Round. Circle with radius 7.5 cm. Problem 6: Find x, y, z. Triangle with angles 55, 12, and x degrees. Side lengths: 13, 18, and y. Problem 7: Triangle with angles 50, 30, and x degrees. Side lengths: 18, 15, and y. Problem 8: Triangle with angles 19, 55, and x degrees. Side lengths: 19, x, and 14. Problem 9: Triangle with angles 7, x, and 65 degrees. Side lengths: 18, 25, and y. Problem 10: Triangle with angles 25, x, and 65 degrees. Side lengths: 14, y, and 18.