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Simplifying ax + d = bx Solving ax + d = bx Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add '-1d' to each side of the equation. ax + d + -1d = bx + -1d Combine like terms: d + -1d = 0 ax + 0 = bx + -1d ax = bx + -1d Divide each side by 'x'. a = b + -1dx-1 Simplifying a = b + -1dx-1
| AX=cz | | y=3ln(3x) | | 5-3y=3y-5 | | 35/42=5/n | | n/4=24/32 | | -7(-7y+12)= | | n/2=11/5 | | n/8=2.25/6 | | 5/3.4=2.5/n | | 9/100=n/50 | | n/10=40/1.6 | | x+.5+3x-2=3x+15 | | 21/6=35/n | | 15/7=n/105 | | n/2=15/45 | | 10/n=4/8 | | X-1=1/3y | | X-1=1/3 | | 36/x2 | | 5x^2+30x+15=0 | | 2-x=-y | | 5x+49=119 | | 11x-124=63 | | 3w^2+24w-48=0 | | 22+10x=112 | | 26+7x=110 | | -40+10x=90 | | 7x+37=121 | | -5y+54=5(-4y+13.89) | | 8x-90=46 | | -15+6x=21 | | 5x-41=126 |