If the time is 2 o’clock, what time will it be after 51 hours?

If 0.0937410937 is a repeating decimal, what is the 45th digit after the decimal point?

If the year starts on Tuesday, on which day does the year end?

If today is Thu, what day will it be after 73 days?

The juice factory produces four types of juice flavors: guava, mango, strawberry and pineapple, respectively. What is the flavor of juice No. 115?

What is the 97th shape? The sequence of shapes shown is square, pentagon, triangle, circle, repeating.

What is the 183rd shape? The sequence of colored squares shown is red, gray, green, yellow, repeating.

What is the next term 1, 3, 9, 27, 81, …

What is the next term 3, 7, 11, 15, …

What is the next term 1, 4, 10, 19, 31, …

In a sequence, the terms were increasing by adding 3 to the previous term; if the last term is $$x=13$$ , what is the sum of $$x$$ and the 3 previous terms?

What is the next term 1, 4, 3, 7, 5, 10, …

What is the next term 21, 16, 22, 17, …

What is the next term 1, 2, 6, 24, …

What is the next term −90, −75, −61, …

What is the sum of the series with 70 terms 4 + 4 + 4 + …

Find $$x$$ 16, 25, $$x$$ , 49, 64, …

What is next term in the pattern 2, 5, 7, 12, 19, …

What is the missing term 2 $$\frac{9}{4}$$ , …, 2 $$\frac{3}{4}$$ , 3

What is the next term 1, 2, 3, 5, 8, 13 …

What is the next term 3, 7, 4, 6, 5, …

What is the next term 6 $$\frac{1}{4}$$ , 8 $$\frac{1}{6}$$ , 10 $$\frac{1}{8}$$ , …

What is the next term 7, 12, 22, 27, 37, …

What is the next term 0, 1, 3, 7, 15, 31, 63, …

If Saleh walks 4 km every day from Sunday to Thursday, what is the day that he will reach a distance of 82 km?

If the time is divided from six in the evening until 3:30 in the morning to five periods, how long is each period?

Muhammad went out of his village to Jeddah; if his journey needs five hours, but he took 3 breaks during the trip, the period of one break is half an hour, and he arrived at 7:30 pm, when did he leave his home?

A car is traveling 100 km in 6 hours; how long in minutes does it take another vehicle to travel the same distance at the same speed, but it stops 15 minutes every hour?

If a person travels one third of the distance in two-thirds of an hour, what time is required to travel the entire distance?

The minute hand moved 150 degrees, so how many minutes did it pass?

The wall clock was set at 6 in the morning, but it was 15 minutes late every one hour from the actual time. What is the time that appears on the wall clock when the actual time is six in the evening?

The lecture begins at eight o'clock, and between each two lectures there is 4 minutes as a break. If the fourth lecture ends at 11:32, then how long is each lecture?

If the time is now 12:20, what is the minor angle measure between the two hands?

If the hands of minutes and hours are on 12, what will be the angle after 3 hours?

If the time according to city (A) is 12:00 noon, then the time according to city (B) will be 10:00 a.m. The plane took off at 7:00 a.m. according to city (A) time, later it arrived at 1:00 p.m. according to city (B) time. How long did the journey last in hours?

A car travels a distance of 360 km, so if the car finishes two-thirds of the distance at a speed of 120 km/h and the rest at a speed of 60 km/h. What is the total time?

The radius of a wheel is equal to 25 cm. If it rotates 12 turns, what is the distance in meters?

Two men want to go to Dammam, the first man goes at a speed of 80 km, and an hour later, the second man goes at a speed of 100 km, so when will the distance between them be 60 km?

If a person drives his bike at a speed of 30 km/h, and another person drives his bike at a speed of 40 km/h, if they meet after half an hour, then what is the distance between them?

If two cars start in opposite directions and the first car speed is 37 km/h and the second car speed is 43 km/h, then what time is required for the distance between them to be 800 km?

If two cars start in opposite directions and the first car speed is 37 km/h and the second car speed is 43 km/h, then what time is required for the distance between them to be 800 km?

Two cars left at the same time from city (a) to city (b), the first is traveling at 100 km/h and the second at 120 km/h, so what is the difference between their arrival times in minutes, knowing that the distance is 480 km?

A dog chases a rabbit and the difference between them is 150 feet. If the dog jumps 9 jumps (unit of time) and the rabbit jumps 7 jumps (unit of time), how many jumps does the dog need to catch the rabbit?

The speed of the first man is 50 m/min and the speed of the second man is 80 m/min. What is the difference in the distance between them after a third of an hour?

If the plane had a speed of 950 km/h and a traveler looked at the screen and found the distance traveled 1050, and it was half an hour for landing, what is the distance between the two cities?

A bicycle driver travels 200 kilometers in 10 hours. If he travels the same distance but he rests for 20 minutes after every hour, what is the time taken to travel the whole distance?

After 4 hours the time will be before midnight by an hour, what time is it now?

The temperature in a city is 35° at 8:00 am and increases 1° every half hour. What time does the temperature reach 44°?

A car set off at 6:00 am at a speed of 100 km/h. If the distance to its destination is 225 km, when did it arrive?

Two cars spin in a circular track, the first speed is 3 m/s and the other car is 4 m/s, so what is the difference between them in 30 seconds?

A plane flies between two cities at a speed of 240 km/h in 5 hours. How fast should the plane fly if it has to arrive in 1 2/3 hour?

If the man had walked at a speed of 14 km/h, the distance he traveled would have been 20 km more than the distance he traveled at a speed of 10 km/h, what is the actual distance the man traveled?

A wall clock is late one minute every four hours, if the time now is 9:05 pm, then what is the time after two days and half?

If it is 9:30, what is the major angle between the hour and the minute hands?

A teacher needs 6 hours to write a test and usually take three breaks, each break is half an hour. If he began writing at 7:30, so when would he finish?

Abdullah travels one fourth the distance in two hours, then he travels 400 km. If he needs another one fourth the distance to complete the journey, then how long does he travel?

According to the ZAMATIME Academy brochure, the eBook subscription for quantitative and verbal online tests is valid for what duration?

Which feature of the ZAMAGAT eBook states the approximate number of included quantitative and verbal questions?

What does the brochure say about the update frequency of the ZAMAGAT eBook collections?

What discount does a buyer receive on the eBook when they send the hard book purchase receipt, as stated in the brochure?

How does the brochure describe the online tests included with the ZAMAGAT eBook?

In the comparison question format, which choice corresponds to the statement "Value of A is greater"?

In the comparison question format, which choice corresponds to the statement "Value of B is greater"?

In the comparison question format, which choice indicates that the two values are equal?

In the comparison question format, which choice indicates that the given information is not sufficient?

If the rectangle is divided into congruent squares and triangles, compare the area of the shaded part and 9.

Using the M-Parallel Line Rule in the shown figure, compare x and z + y.

If 1 + 2x > 0, then compare x and $$-\frac{1}{2}$$ .

Compare x and 30° in the given triangle diagram.

A wire is divided into two equal halves. Using the first half a triangle is formed and with the second half a square is formed. Compare the perimeter of the triangle and the perimeter of the square.

If there was a dealer who sold his goods for $$100, then returned and bought them for$$ 120, and finally sold them again for $160 riyals, compare the dealer profit and 30 riyals.

Compare 200 and $$\sqrt{38989}$$ .

Compare 2.1 − 1.2 and 1.9.

Compare $$x^2 + 2x + 1$$ and zero.

If the dollar was equal to 3.70 riyals and on the same day the riyal was equal to 30 yen, compare 30 dollars and 3200 yen.

If Ahmad is older than Mohammed, and Mohammed is older than Saud, compare the age of Ahmad and the age of Saud.

Compare “a number exceeds −2 by 4” and “a number less than −5 by 6”.

Compare $$4^2$$ and $$0.25^{-2}$$ .

If $$81 = 9^x$$ , then compare $$x^2$$ and 4.

Compare $$\frac{1}{3} + \frac{1}{2}$$ and $$\frac{1}{3 + 2}$$ .

If $$x^2 - x^3$$ is a negative number, then compare x and 1.5.

If 1 dollar equals 3.75 riyals, compare 16 dollars and 65 riyals.

Compare the mean of five consecutive numbers and the median of the same five numbers.

If Mohammed has 1800 halalas and five riyals, compare the amount that Mohammed has and 25 riyals.

Compare “three fourth of four” and “two eighth of eight”.

Compare $$60^2$$ and $$(60 \times 36) + (60 \times 24)$$ .

Compare $$(\frac{4}{7} \times 3)(\frac{4}{3} \times 3)(\frac{7}{4} \times 5)$$ and 50.

Compare the sum of the angles of the octagon and 1020.

Compare $$(a - 1)^2 (a + 1)^2$$ and $$-1$$ .

Compare $$(-2)^{-5}$$ and $$(-4)^{-6}$$ .

Compare $$77^2$$ and $$33^2 + 44^2$$ .

If $$(m + 1)$$ is the mean of x and y, then compare m and $$\frac{x + y}{2}$$ .

Excluding zero, compare the product of the numbers from −3 to 10 and the product of the numbers from −2 to 7.

Compare $$\frac{\sqrt{2} + \sqrt{4}}{\sqrt{2} \times \sqrt{4}}$$ and $$\frac{\sqrt{2} \times \sqrt{4}}{\sqrt{2} + \sqrt{4}}$$ .

If $$x = 5y$$ and $$z = 3x$$ , then compare z and y.

Compare $$4^{-3} \times 2^6$$ and $$\frac{1}{2}$$ .

If a man bought a tire with an offer of 150 riyals—get the second for free—and another man bought a 4-tire for 320 riyals, then compare the first offer and the second offer (cost of one unit).

Compare 0.05 and $$\sqrt{0.25}$$ .

If x is an integer, then compare (−x) × (−x) and zero.

Analyze the sequence 1, −3, 9, −27, ... and compare the 27th term and the 28th term.

Compare −0.32 and −0.321.

Compare x + y and z + x in the shown triangle diagram.

Compare x + y and 65 in the given triangle diagram.

Compare x and y in the two diagrams provided.

If $$x^3 - x^2$$ is a negative number, then compare x and 0.

Compare $$\sqrt{49} + 25$$ and $$12$$ . Choose the correct relationship.

Compare $$4 + \frac{3}{100} + \frac{1}{1000} + 3$$ and $$7.31$$ . Choose the correct relationship.

If $$20^a - 15^a = 5$$ and $$a$$ is a natural number, then compare $$a$$ and $$1$$ . Choose the correct relationship.

If $$x + y = 7$$ , then compare $$AB$$ and $$14$$ . Choose the correct relationship.

Compare the shaded area in the square and the shaded area in the rectangle. Choose the correct relationship.

Compare $$\frac{5}{7} \times 60$$ and $$50\% \times 60$$ . Choose the correct relationship.

Compare $$\dfrac{x(x+1)}{x^2+1}$$ and $$1$$ . Choose the correct relationship.

Compare the shaded part of the shape and $$25\%$$ . Choose the correct relationship.

If a square is inscribed in a circle and the diagonal of the square is $$4\sqrt{2}$$ , then compare the circumference of the circle and $$10\sqrt{2}$$ . Choose the correct relationship.

If $$4^x + 8 = 72$$ , then compare $$x$$ and $$-3$$ . Choose the correct relationship.

Compare $$\sqrt{0.0036}$$ and $$0.06$$ . Choose the correct relationship.

Compare $$\dfrac{7}{28}$$ and $$\dfrac{16}{64}$$ . Choose the correct relationship.

If $$x$$ and $$y$$ are positive numbers and $$\dfrac{3}{7}x = \dfrac{4}{9}y$$ , then compare $$x$$ and $$y$$ . Choose the correct relationship.

If 6 men can accomplish the task in 10 days, then compare the number of days if 4 men joined them and $$7$$ . Choose the correct relationship.

If $$x + y + z = 12$$ , $$y = z$$ , and $$x, y, z$$ are integers, then compare $$z$$ and $$7$$ . Choose the correct relationship.

Compare $$81^{32}$$ and $$3^{128}$$ . Choose the correct relationship.

If 33 students like math ( $$M$$ ) or physics ( $$P$$ ), 15 students like both, and 9 students like math only, then compare the number of students who like math only and the number of students who like physics only. Choose the correct relationship.

Compare $$\dfrac{(-6)^{11}}{(-6)^3}$$ and $$\dfrac{(-11)^8}{(-11)^3}$$ . Choose the correct relationship.

If Khalid is older than Sa’ad, Mahmoud is older than Abdullah, and Sa’ad is older than Abdullah, then compare Khalid and Abdullah. Choose the correct relationship.

Husam traveled at 8:00 am and arrived at 12:30 pm, and Amjad traveled at 6:30 pm and arrived at 9:30 pm. Compare Husam’s speed and Amjad’s speed. Choose the correct relationship.

Compare $$\sqrt{4 + \sqrt{5}}$$ and $$3$$ . Choose the correct relationship.

Compare $$\dfrac{1}{10} + \dfrac{2}{4}$$ and $$\dfrac{7}{5}$$ . Choose the correct relationship.

Compare $$\dfrac{0.5}{0.05} + \dfrac{0.05}{0.5}$$ and $$10.05$$ . Choose the correct relationship.

Compare $$60\%$$ of $$40$$ and $$40\%$$ of $$60$$ . Choose the correct relationship.

If half of the students got A, a third of the students got B, the rest got C except for one student who got D, and the total number of students is 30, then compare the number of students who got C and $$4$$ . Choose the correct relationship.

If $$BC$$ is half of $$CD$$ and $$DE$$ is half of $$CD$$ , then compare the area of triangle $$ABC$$ and the area of triangle $$ADE$$ . Choose the correct relationship.

Compare $$\sqrt{99}$$ and $$\sqrt{51} + \sqrt{11}$$ . Choose the correct relationship.

If a shape is a square divided into 8 congruent triangles, then compare the area of the shaded part and $$7$$ . Choose the correct relationship.

A circular piece of land has a circumference of $$220$$ meters. Compare $$30$$ and the radius of the land. Choose the correct relationship.

The first car speed is $$120\ \text{km/h}$$ and the second car speed is $$100\ \text{km/h}$$ . Compare the distance traveled by the first car and the distance traveled by the second car (for the same time). Choose the correct relationship.

Use the square and the rectangle to compare the area of the triangle and the area of the rhombus. Choose the correct relationship.

If $$A = 100x + 10y + z$$ and $$x, y, z$$ are different numbers from $$\{1,2,3,4,5,6,7,8,9\}$$ , then compare the difference between the greatest and the least values of $$A$$ and $$800$$ . Choose the correct relationship.

Compare $$27 \times 11 \times 15$$ and $$81 \times 8 \times 8$$ . Choose the correct relationship.

Use the figure to compare the number of intersection points and $$10$$ . Choose the correct relationship.

If $$\dfrac{5}{6} = \dfrac{5}{\tfrac{x}{y} + 1}$$ , then compare $$y$$ and $$0.2x$$ . Choose the correct relationship.

If $$x > y$$ and $$z > y$$ , then compare $$\dfrac{1}{2^{x}}$$ and $$\dfrac{1}{2^{z}}$$ . Choose the correct relationship.

Use the squares to compare the area of the region 1 + 5 + 2 with the area of the region 3 + 5 + 4.

Compare $$\sqrt{2^{121} - 2^{110}}$$ with 60.

Compare 1/5 − 1/6 with 1/5 − 1/7.

If the ratio of the first line (l1) to the second line (l2) is 3 : x and x > 3, then compare l1 and l2.

If 4 kilos of milk plus 3 kilos of rice cost 196 riyals and 8 kilos of milk plus 6 kilos of cheese cost 420 riyals, then compare the price of 1 kilo of rice with the price of 1 kilo of cheese.

How much does each employee save? Employee A: salary is 12,000 and saves 25%. Employee B: salary is 15,000 and saves 20%.

If the average age of the horse is 30 years and the average age of the elephant is 70 years, compare the ratio of the horse age to the elephant age with 9 : 21.

Compare −1 with 1/9985467.