Grade - math word problems - page 777 of 945
Number of problems found: 18900
- Difference  3539   We increased the unknown number by 29% once and 41% the second time. The difference between the new numbers was 420. What was the unknown number? We increased the unknown number by 29% once and 41% the second time. The difference between the new numbers was 420. What was the unknown number?
- Inequality:  3538  Example1: Solve a linear equation and perform a test: 6x- (3x + 2) = x-8 Example 2: Solve a linear inequality: 3y + 2 * (y + 1) ≥2y-7 Example1: Solve a linear equation and perform a test: 6x- (3x + 2) = x-8 Example 2: Solve a linear inequality: 3y + 2 * (y + 1) ≥2y-7
- Percentage  3537  The bakery increased the price of croissants from 1.90 CZK to 2.50 CZK. By what percentage did the bakery rise in price? The bakery increased the price of croissants from 1.90 CZK to 2.50 CZK. By what percentage did the bakery rise in price?
- Everything 3536  The cabinet for storing garden tools is shaped like a cube with an edge length of 2 m. How many m² of paint will we need to paint this cabinet if we paint everything except the bottom base? How much will it cost to paint a cabinet if one can of paint for The cabinet for storing garden tools is shaped like a cube with an edge length of 2 m. How many m² of paint will we need to paint this cabinet if we paint everything except the bottom base? How much will it cost to paint a cabinet if one can of paint for
- Equations  Solve the following equations without fractions: a) 5 (x-1) -7 = 17-3 (1-x) b) 3 (y-2) -4y = 2- (1 + 2y) Solve the following equations without fractions: a) 5 (x-1) -7 = 17-3 (1-x) b) 3 (y-2) -4y = 2- (1 + 2y)
- Contains  3534   Iron ore contains an average of 35% iron. How much iron is obtained by melting 300 tons of iron ore? Iron ore contains an average of 35% iron. How much iron is obtained by melting 300 tons of iron ore?
- Three-eighths  3533   The cyclist drove two-fifths of the way on the first day and three-eighths on the second day. He still has 45 km to go to the finish. a) What is the length of the whole trip? b) How many km has he covered? The cyclist drove two-fifths of the way on the first day and three-eighths on the second day. He still has 45 km to go to the finish. a) What is the length of the whole trip? b) How many km has he covered?
- Parabola 3  Find the equation of a parabola with its focus at (0,2) and its vertex at the origin. f: y=x²+bx+c Find the equation of a parabola with its focus at (0,2) and its vertex at the origin. f: y=x²+bx+c
- Dimensions  3531  The room has the shape of a rectangle measuring 6m and 5m, the children's room has dimensions of 5m and 4m, and the bedroom has the shape of a square measuring 4m. How many m² of floating floors do they need in all rooms? The room has the shape of a rectangle measuring 6m and 5m, the children's room has dimensions of 5m and 4m, and the bedroom has the shape of a square measuring 4m. How many m² of floating floors do they need in all rooms?
- Parametric equation  Find the parametric equation of a line with y-intercept (0,-4) and a slope of -2. Find the parametric equation of a line with y-intercept (0,-4) and a slope of -2.
- The sidewalk  The sidewalk is 50 m long. On a scale of 1:200, what will the length of the plot plan be? The sidewalk is 50 m long. On a scale of 1:200, what will the length of the plot plan be?
- Distance  3528   The direct distance between Prague - Moscow is 1680 km. How far apart are these cities on the scale map 1:4000000? The direct distance between Prague - Moscow is 1680 km. How far apart are these cities on the scale map 1:4000000?
- Slope  Find the slope of the line: x=t and y=1+t. Find the slope of the line: x=t and y=1+t.
- Calculate  3526  Calculate the height size in the triangle ABC if the side length a = 20cm and the area of the triangle is 50 cm square. Calculate the height size in the triangle ABC if the side length a = 20cm and the area of the triangle is 50 cm square.
- Equation:  3525   Solve the equation: 12- (12-5x) = 3x + (x-4) Solve the equation: 12- (12-5x) = 3x + (x-4)
- Tournament 3524  Four hockey teams scored 337 goals in the tournament. The second team scored 16 goals less than the first, the third 17 less than the second, and the fourth 30 goals less than the second. How many goals did each team score? Four hockey teams scored 337 goals in the tournament. The second team scored 16 goals less than the first, the third 17 less than the second, and the fourth 30 goals less than the second. How many goals did each team score?
- Afternoon 3523  There were 120 vehicles in the parking lot during the afternoon. CZK 20 for a car and CZK 50 for a bus. The security guard collected a total of 2,640 CZK for parking. How many cars and how many buses were parked in the parking lot There were 120 vehicles in the parking lot during the afternoon. CZK 20 for a car and CZK 50 for a bus. The security guard collected a total of 2,640 CZK for parking. How many cars and how many buses were parked in the parking lot
- Equation  16 + 2x-7 = 5x + 10-4x 16 + 2x-7 = 5x + 10-4x
- Decimal fractions  Calculate the value of the expression with decimal fractions: 156 - (4/10 + 3/100 + 5/1000) Calculate the value of the expression with decimal fractions: 156 - (4/10 + 3/100 + 5/1000)
- Summerjob  Milan saved a quarter of the money from the summer job, bought a winter jacket for half, bought gifts for his parents and siblings for a sixth, and still had CZK 400 left. How much did Milan earn? Milan saved a quarter of the money from the summer job, bought a winter jacket for half, bought gifts for his parents and siblings for a sixth, and still had CZK 400 left. How much did Milan earn?
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