6x + 7 < 3x + 106x - 3x
In algebra, this would be how you figure out this equation:3x-7=12+7 +73x=19/3 /3x=19/3x= 6 1/3Therefore, the value of your variable ("x") is 6 and one third.
Grouping like terms, -73x = 68 Therefore, 68/-73 = x x = -0.93150684 recurring (that is, -0.9315068493150684...)
11X + 7 = 8X + 19subtract 8X from each side11X - 8X + 7 = 8X - 8X + 193X + 7 = 19subtract 7 from each side3X + 7 - 7 = 19 - 73X = 12divide each sides integer by 3(3/3)X = 12/3X = 4=======Check in original equation11(4) + 7 = 8(4) + 1944 + 7 = 32 + 1951 = 51=========checks
x - y = 52x + y = 7 (use the substitution method)y = x - 52x + y = 7 (substitute x - 5 for y into the second equation)2x + y = 72x + x - 5 = 73x = 12x = 4Thus x = 4 satisfies both the equations of the system.
75
An expression cannot be solved: only an equation or inequality has solutions.
(13x^2 - 4y)(2x^2 - 5y)
156 i think, but im not sure.
3x - 4 = 73x = 11x = 3.66666...
6x + 7 < 3x + 106x - 3x
In algebra, this would be how you figure out this equation:3x-7=12+7 +73x=19/3 /3x=19/3x= 6 1/3Therefore, the value of your variable ("x") is 6 and one third.
3x+7=4x-73x=(-)7+4x-4x(-)1x=(-)7________(-)1x=7add (-3x) to each side of equation3x +7 = 4x-3x +3x +7 = 4x -3x0 +7= 1x7=x
You need to include a model number with this question to get the correct fiqures.
Grouping like terms, -73x = 68 Therefore, 68/-73 = x x = -0.93150684 recurring (that is, -0.9315068493150684...)
Because of the limitations of the question software, it was not possible to determine what the original equation was supposed to be, so we assumed it is 3x + 5y = 7. It could have just as easily been 3x - 5y = 7, or even 3x/5y = 7.So, let's solve them all for x.3x + 5y = 73x = 7 - 5yx = (7 - 5y)/3How about 3x - 5y = 7?3x - 5y = 73x = 7 + 5yx = (7 + 5y)/3And 3x/5y = 7?3x/5y = 73x = 35yx = 35y/3 Solving for y The above equations wrote the equation so that x is a function of y, not the other way around. Here's how to rewrite the equation so that y is a function of x: 3x + 5y = 7 5y = -3x + 7 y = (-3x + 7)/5
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