Integers - math word problems - page 11 of 16
Number of problems found: 320
- Proportion 42381
If you divide the unknown number x by the number (-4) and divide the resulting proportion by the number (-3), you get -2. What is x? - Consecutive 7550
The sum of four consecutive integers, five greater than the previous one, is 2. Find these numbers. - Fifteen 5
Fifteen more than five times a number equals the difference between -57 and three times the number. Find this integer number. - Two numbers 6
Fill two natural numbers a, b: 7 + blank- blank = 5
- Digit sum
Determine how many integers greater than 900 and less than 1,001 have the digit sum digit of the number 1. - Product
The sum and the product of three integers are 6. Write the largest of them. - The sum 9
The sum of two integers is 4. Their difference is 8. What are these two integers? - The difference
The difference between the two numbers is 1375. If their exact quotient is 12. Find the two numbers - Equatiom
Solve equation with negatives: X/(-5) + 2 = -9
- Equation: 7845
Solve the equation: 3968-x = 3179 - Inequality: 6003
Determine the three odd integers that solve the inequality: -x> 6 - Number
Calculate the integer number divided by 34, gives 10 and the rest 25. - Taken away from number
18 is taken away from 8 times of a number is 30. Find the number. - 15 number
What number is smaller (greater) by 15 than its half?
- Consecutive 7556
The sum of three consecutive integers equals three times the middle number. Specify these numbers. - Consecutive integers
The sum of three consecutive integers is 228. Find the three consecutive integers. - The number 4
Two-thirds of a number is negative six. Find the number. - Quarantine cupcakes
Mr. Honse was baking quarantine cupcakes. Mrs. Carr made twice as many as Mr. Honse. Ms. Sanchez made 12 cupcakes, more than Mr. Honse. If they put all their cupcakes together (which they can't because. of quarantine!), they would have 108 cupcakes. How m - Three flocks
Flocks of birds pass by, and one bird on a tree asks them, how many of you? And they respond, we are so plenty. The second flock of birds again passes by and asks the bird on a tree, how many of you? The response is we are one-half (1/2) of the first floc
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