GMAT Quantitative Reasoning Practice Test 1

Mark takes 10 hours to paint a wall and begins painting at 9AM. After one hour Mark is joined by Shawn and together they finished the painting job 5PM. If Shawn had to paint the wall by himself, how long would he take to paint the entire wall?

A group of students is collecting recyclables for a paper maché construction project. Of the recyclable products, only 30% are paper material suitable for the construction project. If 6 kg of suitable paper material is needed for the construction project, how much material do the students need to initially collect?

A college fair is held for students and parents in a gymnasium with a total of 435 guests. Assuming all guests are either a student or a parent, how many guests are students if the number of students is 20 more than two-thirds of the number of parents in attendance?

A runner is training for an upcoming race. For four weeks, he implements a new workout regimen using a treadmill. Four days a week, he does an intensive workout that burns 450 calories followed by two light workouts, one in the afternoon and one in the evening, that burn 100 calories each. The other three days, the runner does five small workouts a day, burning a total 300 calories a day. What is the average number of calories burned per workout?

Which of the following fractions is equal to 0.36?

If the area of a flag is 18,000 square millimeters, what is the area of the flag in square centimeters? (1 millimeter = 0.1 centimeter)

In a claw machine, the probability of NOT getting a stuffed animal is 55%. The probability of NOT getting a doll is 70%. If no doll is a stuffed animal and no stuffed animal is a doll, what is the probability of getting a stuffed animal or a doll in the claw machine?

Solve for x

Find the angle

Find the circumference of a circle assuming its area is equal to 64π m²

Solve for x

Find the area of each sector

Find the circumference of the circle

Find the missing side lengths

Four trucks (all different in colors) and three jeeps (all different in colors) are to be placed in a row for a sale exhibition. In how many different ways can the vehicles be arranged so that the jeeps are placed together next to each other?

Simplify the following expressions by combining like terms

3k – 6k(1 -2k)

What is the remainder when 23²³ is divided by 10

If f(x) = 4x + 2w and g(x) = 3x – 2w, then what is the value of g(f(3)) – f(g(5))? W will remain constant.

In a perceived game of luck three bulbs, red, green and yellow, flash every 12 seconds, 18 seconds and 60 seconds. The participant is required to predict when the three bulbs will flash together in HH:MM:SS format. The last time the three bulbs flashed together was at 18:30:00 Hrs. When will the three bulbs flash together again next time?

An item’s original price was raised by 20 percent. The ultimate price was then determined by adding p percent to the new price. What is the value of p if the final price was 55% more expensive than the original price?

Given that x and y are two integers greater than one what cannot be the value of the product of (square of x) and y?