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You can put this solution on YOUR website! Here is a graph of the constraint boundary lines: red 10x+5y <= 80 (y = -2x+16) green 6x+6y <= 66 (y = -x+11) blue 4x+8y >= 24 (y = -.5x+3) purple 5x+6y<= 90 (y = - (5/6)x+15) The feasibility region is in the first quadrant, above the blue line and below the red and green lines. Note the purple line has nothing to do with the solution of the problem. I tried to understand it, but failed. You can put this solution on your website
Solving a linear system of equations by subsitution lets start with the given system of linear equations now in order to solve this system by using substitution, we need to solve (or isolate) one variable ~~~~~~~~~~~~~~~~ the final equations of the tangent lines are correct in the post by @alan, but the logic of his solution is unclear to me I'm going to choose y
Solve for y for the first equation subtract from both sides divide both sides by 6
Which breaks down and reduces to now we've fully. Welcome to graphical universal mathematical expression simplifier and algebra solver (gumess) It solves most middle school algebra equations and simplifies expressions, and it shows all work It is free to use
Enter expression to be simplified, or equation to be solved I will figure out if what you typed is an equation. Answer by lwsshak3 (11628) (show source): Solve the equation for y
4x+6y=24 answer by srinivas.g (540) (show source):
I need help with the following problems All of these problems ar inside of the curly brackets. Example { } solve by any convenient method 4x + 12y = 24 2x + 6y = 12 solve by any convenient method
What is the x and y intercept of 3x+6y=18 answer by rfer (16322) (show source): Find the slope for 5x+6y=18 answer Find the tangent lines to the parabola x^2 = 6y + 10 passing through the point (7,5), which lies outside the parabola
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