Mini Exam 8 — Timed Mini Exams
Practice Mini Exam 8 — Timed Mini Exams on The School of Mathematics (Timed Mini Exams) with 10 scored questions in about 15 min. This set covers problems such as: “How many yards are equivalent to 612 inches? (1\text{ yard}=36\text{ inches})”; “The table gives the results of a survey of 200 people who were asked how often they see a movie in a theate…”; “What is the y -intercept of the line graphed?”. Work carefully, check explanations for misses, then retake to track improvement before test day.
Questions in this quiz (10)
How many yards are equivalent to 612 inches?$$(1\text{ yard}=36\text{ inches})$$
- $$0.059$$
- $$17$$
- $$576$$
- $$22,032$$
The table gives the results of a survey of 200 people who were asked how often they see a movie in a theater.How many people responded either “never” or “almost never”?
- $$24$$
- $$53$$
- $$82$$
- $$118$$
What is the $$y$$-intercept of the line graphed?
- $$(0,-8)$$
- $$(0,-\frac18)$$
- $$(0,0)$$
- $$(0,8)$$
What value of $$p$$ satisfies the equation $$5p+180=250$$?
- $$14$$
- $$65$$
- $$86$$
- $$250$$
What is the area, in square centimeters, of a rectangle with a length of 36 centimeters and a width of 34 centimeters?
- $$70$$
- $$140$$
- $$1,156$$
- $$1,224$$
There are 170 blocks in a container. Of these blocks, 10% are green. How many blocks in the container are green?
- 17
The equation $$46=2a+2b$$ gives the relationship between the side lengths $$a$$ and $$b$$ of a certain parallelogram. If $$a=9$$, what is the value of $$b$$?
- 14
The graph shows the possible combinations of the number of pounds of tangerines and lemons that could be purchased for $$\$18$$ at a certain store. If Melvin purchased lemons and 4 pounds of tangerines for a total of $$\$18$$, how many pounds of lemons did he purchase?
- $$7$$
- $$10$$
- $$14$$
- $$16$$
The area of a square is 64 square inches. What is the side length, in inches, of this square?
- $$8$$
- $$16$$
- $$64$$
- $$128$$
Connor has $$c$$ dollars and Maria has $$m$$ dollars. Connor has 4 times as many dollars as Maria, and together they have a total of $$\$25.00$$. Which system of equations represents this situation?
- $$c=4m$$ $$c+m=25$$
- $$m=4c$$ $$c+m=25$$
- $$c=25m$$ $$c+m=4$$
- $$m=25c$$$$c+m=4$$