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Solve the equation 6x plus 5?
6x + 5 = 0 (I'm assuming) 6x = -5x = -5/6
What is the answer to 6x 25 plus x and steps to solve it?
If you mean: 6x = 25+x then x = 5
8 plus 6x for x equals 5?
Substitute 5 for x and solve: 8 + 6(5) = ?
What is the answer of -6x equals 6y plus 6 and -6x equals 3y -12?
-6x = 6y + 6 -6x = 3y - 12 Subtracting the second from the first gives: -6x - -6x = 6y - 3y + 6 - -12 → 0 = 3y + 18 → 3y = -18 → y = -6 Substituting in the first: -6x = 6y + 6 → -6x = 6(-6) + 6 → -6x = -36 + 6 → -6x = -30 → x = 5 Thus x = 5, y = -3 solve the simultaneous equations.
What value for x makes the following equation TRUE 6x 5 equals 31?
That depends on what you mean by "6x 5", which could be 6x * 5, 6x + 5, 6x - 5, 6x / 5, 6x5, etc.
How do you solve 6x-5 equals 7?
6x-5 = 7, 6x = 7+5, 6x = 12, x = 2
Solve the equation 6x plus 5?
6x + 5 = 0 (I'm assuming) 6x = -5x = -5/6
How do you solve 6x plus 8 equals 13?
6x + 8 = 13, 6x = 13 - 8, 6x = 5, x = 5/6
What is the answer to 6x 25 plus x and steps to solve it?
If you mean: 6x = 25+x then x = 5
How do you solve 6x plus 5y equals 8?
6X + 5Y = 8 subtract 6X from both sides 5Y = -6X + 8 divide both sides by 5 Y = -6/5X+ 8/5 now you have a line of slope -6/5 that intersects the Y axis at 8/5. (Solve for X to get X intercept)
How do you solve 6x - 7 equals 5?
6x - 7 = 5Add 7 to each side:6x = 12Divide each side by 6:x = 2
Solve for 6x-4x-2?
-6x, -4x =
8 plus 6x for x equals 5?
Substitute 5 for x and solve: 8 + 6(5) = ?
Solve for X 6x-8 plus 2x-5 equals 7-2x?
6x-8+2x-5 = 7-2x 6x+2x+2x = 7+8+5 10x = 20 x = 20/10 x = 2
How do you solve -6x - 2 -6x?
The given expression can be simplified to -12x-2
How do you solve x2 6x 27?
please help on this x2+6x+27=
What is the answer of -6x equals 6y plus 6 and -6x equals 3y -12?
-6x = 6y + 6 -6x = 3y - 12 Subtracting the second from the first gives: -6x - -6x = 6y - 3y + 6 - -12 → 0 = 3y + 18 → 3y = -18 → y = -6 Substituting in the first: -6x = 6y + 6 → -6x = 6(-6) + 6 → -6x = -36 + 6 → -6x = -30 → x = 5 Thus x = 5, y = -3 solve the simultaneous equations.
