Five times the first of three consecutive even integers is four less than three times the third integer. Find the smallest even integer

Five times the first of three consecutive even integers is four less than three times the third integer. Find the smallest even integer

unknown values: 2*k-2

equation: 5(2*k-2) = 3(2*k+2)-4

answer: 4

Find three consecutive integers such that 3 times the first integer plus the second integer minus 2 times the third integer is 9.

unknown values: k,k+1,k+2

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

answer: 6; 7; 8

four times the smallest of three consecutive odd integers is five more than three times the largest. What is the sum of these consecutive odd integers?

unknown values: x

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

equation: 4(2*k+1) = 5 + 3(2*k+5)

answer: 57

Three times the opposite of a number is 40 greater than 5 times number. What is the number?

unknown values: n

equation: 3((-1)*n) = 40 + 5*n

answer: -5

Find a number that is 32 more than its opposite

unknown values: n

equation: n = -1 * n + 32

answer: 16

the sum of a number and three times that number is 720. what is the number

unknown values: x

equation: x + 3*x = 720

answer: 180

The sum of a number and seven times the number is 112. What is the number?

unknown values: x

equation: x + 7*x = 112

answer: 14

If 4a+3b=27 and 3a+4b=29, then 7a+7b/2=?

unknown values: (7*a+7*b)/2

equation: 4*a+3*b=27

equation: 3*a+4*b=29

answer: 38.5 | 77/2

if the difference between the smallest and the largest of five consecutive odd numbers is t, what is t-2

unknown values: t-2

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

answer: 6

find five consecutive odd integers such that the sum of the first and fifth is one less than three times the fourth

unknown values: 2*k+1,2*k+3,2*k+5,2*k+7,2*k+9

equation: (2*k+1) + (2*k+9) = 3(2*k+7) - 1

answer: -9; -7; -5; -3; -1