What are three consecutive odd integers so that five times the middle integer is nine more than twice the sum of the first and third integers?

unknown values: 2*k-1,2*k+1,2*k+3

equation: 5*(2*k+1)=2*((2*k-1)+(2*k+3))+9

answer: 7; 9; 11

find three consecutive odd integers such that five times the sum of the first and second is 1 less than 9 times the third

unknown values: 2*k-1,2*k+1,2*k+3

equation: 5*((2*k-1)+(2*k+1))=9*(2*k+3)-1

answer: 25; 27; 29

5 less than the product of 15 and 3

unknown values: x

equation: x=15*3-5

answer: 40

Find three consecutive odd integers such that three times the first integer is one less than the sum of the second and third integers

unknown values: 2*k-1,2*k+1,2*k+3

equation: 3*(2*k-1)=(2*k+1)+(2*k+3)-1

answer: 5; 7; 9

find three consecutive odd integers such that three times the smallest equals the sum of the other two integers decreased by 1?

unknown values: 2*n-1,2*n+1,2*n+3

equation: 3(2*n-1) = (2*n+1)+(2*n+3)-1

answer: 5; 7; 9

the difference of 67 and an integer is 3 more than the product of 8 and 7. what is the integer?

unknown values: n

equation: 67 - n = 3 + 8 * 7

answer: 8

The smallest of three consecutive even integers is 4 less than 5 times the largest. Find the integers.

unknown values: 2*k-2,2*k,2*k+2

equation: 2*k-2=5*(2*k+2)-4

answer: -4; -2; 0

Three consecutive even integers are such that the difference of the smallest integer and twice the largest integer is 10. Find the three integers.

unknown values: 2*k-2,2*k,2*k+2

equation: 2*(2*k+2)-(2*k-2)=10

answer: 2; 4; 6 or -18; -16; -14 | 2; 4; 6 | -18; -16; -14

Find three consecutive even integers such as that twice the sum of the first and second is 10 more than three times the third.

unknown values: 2*k-2,2*k,2*k+2

equation: 2*((2*k-2)+(2*k))=3*(2*k+2)+10

answer: 18; 20; 22

find four consecutive integers if the sum of the first and second is 63

unknown values: x-1,x,x+1,x+2

equation: (x-1)+x=63

answer: 31; 32; 33; 34