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GED-Mathematical-Reasoning Practice Questions
GEDMathematical ReasoningExam
Last Update 3 days ago
Total Questions : 299
Dive into our fully updated and stable GED-Mathematical-Reasoning practice test platform, featuring all the latest GED Mathematical Reasoning exam questions added this week. Our preparation tool is more than just a GED study aid; it's a strategic advantage.
Our free GED Mathematical Reasoning practice questions crafted to reflect the domains and difficulty of the actual exam. The detailed rationales explain the 'why' behind each answer, reinforcing key concepts about GED-Mathematical-Reasoning. Use this test to pinpoint which areas you need to focus your study on.
If Keisha purchased 10 CDs during the year, how much MORE would she pay if she were NOT a member of the club than if she were a member?
A vegetable garden is divided into areas for growing different vegetables. The layout of the garden is shown in the diagram at the left.
How much GREATER, in square feet, is the area for growing beans than the area for growing squash?
A shipment of 84 cell phones was sent in two types of boxes. Some boxes contained 6 phones and others contained 8 phones. An equal number of each type of box was used.
How many of each type of box was used?
If bicyclist B were to travel at his same rate of speed for 10 hours, how many miles would he travel?
If a = -4 and b = 3, which of the following is the value of the expression 2ab 2 + a 2?
Which of the following functions represents the depth of water (d) in the tank in terms of the number of hours (t) after the refilling began?
A real estate agent has an appointment to show a house to a couple who lives out of town. It will take the couple 2½ hours to drive to the house, but the real estate agent can get there in 45 minutes.
If the couple left at 15 P.M., at what time should the real estate agent leave to arrive at the house at the same time?
For which two investments was the same amount of money initially invested?
Kevin has 100 forms to complete and can finish 20 of them per hour. The number of forms (f) that Kevin still has to complete after h hours is represented by the following function.
f = 100 – 20h
Darla has more forms to complete than Kevin and can complete more per hour.
Which of the following functions could represent the number of forms (f) that Darla needs to complete after h hours?
If the postage on an overseas letter costs $1.50, which of the following could be the weight of the letter in ounces?
