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2x3 + 4 = 17
2x3 = 13
x3 = 13 / 2
x = (13 / 2)1/3
x = 521/3 / 2
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How many solutions are there to the equation 17 x - 8 equals 3x plus 16?
one
What is 2x plus 3y equals 17 and 3x minus 2y equals 0.5?
It is a simultaneous equation and when solved its solutions are x = 71/26 and y = 50/13
Sove each equation m plus 8 equals 17?
m=17
What is -5x plus 2y equals 29?
An equation with an infinite number of solutions eg: x = 1, y = 17, x = 17, y = 57, x = -3, y = 4 Solutions for y will be in whole numbers when x is odd.
Which number makes the equation true 18 plus 2 equals 17 plus?
3
How many positive integer solutions are there to the equation x plus y plus z equals 17?
There are 120 solutions.
How many solutions are there to the equation 17 x - 8 equals 3x plus 16?
one
What is 2x plus 3y equals 17 and 3x minus 2y equals 0.5?
It is a simultaneous equation and when solved its solutions are x = 71/26 and y = 50/13
Sove each equation m plus 8 equals 17?
m=17
What is -5x plus 2y equals 29?
An equation with an infinite number of solutions eg: x = 1, y = 17, x = 17, y = 57, x = -3, y = 4 Solutions for y will be in whole numbers when x is odd.
Which number makes the equation true 18 plus 2 equals 17 plus?
3
5x plus 3y equals 17 5x - 2y equals -3?
Multiply the bottom equation by -1
What is 3x plus 4 equals 17?
It is an equation and the value of x is 13/3
What are the solutions to the equation 2x 3 4 equals 17?
You did not state the operation: add or subtract. Is it 2x + 3 + 4 = 17? Is it 2x - 3 + 4 = 17?
What is negative 17 plus q over 8 equals 13?
An equation where q = 240
What are the solutions to the simultaneous equations of 7x -8y equals 9 and 11x plus 3y equals -17 showing work?
Equations: 7x-8y = 9 and 11x+3y = -17 Multiply all terms in the 1st equation by 11 and all terms in the 2nd by 7 So: 77x-88y = 99 and 77x+21y = -119 Subtract the 1st equation from the 2nd equation: 109y = -218 => y = -2 Through substitution the solutions are: x = -1 and y = -2
What are the coordinates for x2 plus y2 equals 185 and x plus y equals 17?
We believe that those equations have no real solutions, and that their graphs therefore have no points of intersection.
