Find four consecutive integers such that the square of the 3rd number is 154 more than the product of the first two numbers

Find four consecutive integers such that the square of the 3rd number is 154 more than the product of the first two numbers

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

equation: (n+2)^2 = 154 + n(n+1)

answer: 50; 51; 52; 53

Of four consecutive odd numbers the product of the second and the fourth exceeds the product of the first and the third by 136. Find the numbers.

unknown values: n,n+2,n+4,n+6

equation: (n+2)(n+6) = n(n+4) + 136

answer: 31; 33; 35; 37

Find a number such that three times the sum of four and the number is 18

unknown values: x

equation: 3*(x+4)=18

answer: 2

Three times the sum of five and a number is 48. Find the number.

unknown values: x

equation: 3*(5+x)=48

answer: 11

five times the sum of a number and nine is thirty nine

unknown values: x

equation: 5(x + 9) = 39

answer: -6/5 | -1.2

add 3 to a number then double the result. if the total is 22 find the number

unknown values: n

equation: 2(n + 3) = 22

answer: 8

The product of 8 and the sum of 4 and a number is 112. What is the number?

unknown values: x

equation: 8 * (x + 4) = 112

answer: 10

Three times the sum of a number and five gives a result of 21. Find the number?

unknown values: x

equation: 3 * (x + 5) = 21

answer: 2

How many times larger is the 5 in the number 5263 than the 5 in the number 456

unknown values: n

equation: 5000 = (1+n)*50

answer: 99

Five times the sum of a number and eight is twenty-five. Find the number.

unknown values: n

equation: 5(n + 8) = 25

answer: -3