This semester, Gerry scored an average of 93 on his five history exams. He got the same score on his first two exams, and then he got a 94, an 85, and a 90 on the remaining exams. What score did he receive on his first two exams?
(F) 95
(G) 96
(H) 97
(J) 98
(K) 99
An angle in the standard (x,y) coordinate plane has its vertex at the origin and its initial side on the positive x-axis. If the measure of an angle in standard position is (1,314°), it has the same terminal side as an angle of each of the following measures EXCEPT:
(F) 594° (G) 314° (H) 234° (J) -126° (K) -486°
Correct Answer: G
In the figure below, the vertices of parallelogram ABCD are A (2,-4), B (8,-4), C (10,-2), and D (4,-2). What is the area of the parallelogram?
(A)6 (B) 6 (C) 12 (D) 12 (E) 16
Correct Answer: C
What is the value of when x= ?
(A) 4 (B) 2 (C) (D) 12 (E) 24
Correct Answer: C
More ACT Math Exam Questions
- 1Kaylee is planning to purchase a car. She will need to borrow some of the money and has a chart, shown below, that will help her to approximate her monthly payment. The chart gives the approximate monthly payment per $1,000 borrowed. A local dealership is having an end-of-the-modelyear clearance sale and is offering 5% annual interest on new-car loans for 36, 48, or 60 months. The maximum amount that Kaylee can budget for her monthly car payment is $300. Of the following loan amounts, which one represents the maximum amount that Kaylee can borrow at 5% annual interest while staying within her budget?
- 2June 2020 ACT test date
- 3The figure below shows the screen of an automobile navigation map. Point A represents the car's starting point, point B represents the driver's intended destination, and point C, the center of the circle, is the car's current position. Currently, point A is 15 miles from point C and 250° clockwise from due north, and point B is 20 miles from point C
and 30° clockwise from due north. Which of the following represents the
shortest distance (a straight line) between the car's starting point
and the driver's desired destination?
(Note: For any ABC in which side a is opposite A, side b is opposite B, and side c is opposite C, the law of cosines applies: c2 = a2
- 4
If the height of an equilateral triangle is 9, what is its area?
- 5
What is the ratio of a circle's radius to its circumference?