Math word problems
Put your math skills to work! Word problems connect classroom concepts to real-life scenarios—from splitting restaurant bills to calculating travel times. Each problem challenges you to read carefully, set up the right equation, solve it step-by-step, and check your answer.
Pick a topic below and start practicing!
Pick a topic below and start practicing!
1034surface area
761cuboid
560cube
555prism
487cylinder
262pyramid
246cone
231sphere
56frustum
4827equation
437divisibility
308sets
511probability
314variations
263permutations
38variance
5mean
2272multiplication
1932division
1630subtraction
1557addition
1386square root
604third power
600comparing
560rounding
206cube root
3281time
3270length
3159area
2638unit conversion
2524volume
2096money
1542mass
1269angle
1130velocity
604power
402density
309temperature
256acceleration
197energy
327sine
312tangent
294cosine
62arcsine
3005square
2617area of a shape
2508triangle
2508right triangle
1011perimeter
995circle
978rectangle
547diagonal
292trapezoid
227polygon
201rhombus
79chord
50annulus
48rhomboid
22parabola
themes, topics
848work
173map scale
107Ohm's law
582line
178line segment
127vector
2223percentages
2168reason
1647ratio
248functions
180maximum
139factorial
110minimum
102logarithm
89per mil
25modulo
10integral
3134fractions
1834natural numbers
345integers
162real numbers
41matrix
From our database of math word problems and examples, we offer the following:
- Cutting circles
From the square 1 m sides, we have to cut the circles with a radius of 10 cm. How many discs will we cut, and how many percent will be wasted? - Notebook price
After an increase of 40%, the notebook cost 10.50 euros. How many euros would this notebook cost if it increased in price by only 30% instead of 40%? - Work completion
The two workers dug together for 6 hours. The first worker would do the work himself in 14 hours. How long would it take for the second worker to complete the task? - Digits
How many natural numbers greater than 4000 are formed from the numbers 0,1,3,7,9 with the figures not repeated, B) How many natural numbers will be less than 4000, and can the numbers be repeated? - Math:
Math: solve each problem. 1. for the school's intramurals, a group of students prepared 23 1/2 liters of lemonade to sell. They had 3 5/8 liters left over. How many liters of lemonade were sold? 2. My mother bought 3 3/4 kg of beef, 23/5 kg of pork, and 5 - Two-day trip
Katy got a pocket trip for a two-day trip. She spent 3/5 on the first day and half the rest on the second. She brought home € 8. How many euros did Katy receive as pocket money? - Trains for people
It is said that the train is synonymous to delay. Calculate the average travel speed by train long 85 km, with a regular train leaving at 7:00 and arriving at 8:18, but the train is late and has a departure at 8:10 and arrives at 9:27. - 75th percentile (quartille Q3)
Find 75th percentile for 30,42,42,46,46,46,50,50,54 - RT sides
Find the sides of a rectangular triangle if legs a + b = 17cm and the radius of the written circle ρ = 2cm. - Two numbers
I think two numbers. Their sum is 36, and their difference is 14. What are the numbers? - A piece 2
A piece of material measures 38.25 inches. Courtney cuts the piece of material into two pieces. One piece measures 19.5 inches. Could he use an addition equation to find the length m of the other piece of material? - Sprinter
Sprinter runs the relay 4 x 400 m to the handover at a 42 km/h speed. A second runner is at the start of the handover area 20 m long and runs when it is the first sprinter at a distance of 10 m. Calculate the speed at which the second runner must run to t - Triangular prism
Determine the volume and surface of a triangular prism with a height of 12.4 cm; the base is a right triangle with 6 cm and 8 cm. - Line segment
For the line segment whose endpoints are L[-15, -3] and M[-10, 13], find the x and y values for the point located 1 over 3, the distance from L to M. - Worker production
Eight workers produce 2048 products per shift. In how many hours would ten workers produce the same amount of products? (shift is 8 hours) - Car opposite meeting
The distance between Aš and Břeclav is 477 km. At what speeds were the cars driving against each other when the slower one left Aš at 6:30 AM and the second left Břeclav at 8 AM? They meet at 10:30 AM, and the difference in their speeds is 41 km/h. How fa - The product of the roots
Find the product and the sum of the roots of x² + 3x - 9 = 0
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