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Simplifying p = aekt Solving p = aekt Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Simplifying p = aekt
| 9x-6=6x-8 | | sin(2x+30)=cos(4x) | | 20÷7/2 | | 2X^2(4X-21)=0 | | (2+0.0625x)t=180+0.1x | | (4z-3)(z+4)=0 | | 3x+6*3=12 | | 2p(p-7)=6-3p | | 0.5x-1=0 | | 3x+3=4+6x-2 | | (16x-112)+40=4x | | 2+0.0625x=180+0.1x | | 2*x+28=50 | | 5p+4p+6= | | 5p-2=7(-p-2)+(-2+10p) | | y=-180-9(x) | | 2x+1/3=4/3x-1 | | 22r+11= | | (8v+3)(v+1)=0 | | 3(y+7)+2=44 | | 1/2(2x-18) | | -.5x^2+5=13 | | 7k-k=19 | | X^2-7=3 | | 7d-d+5d+6-4d=0 | | 2a+4-6a-5=4a+2 | | 2k+2k+8k=180 | | -12x+12=13x+13 | | s-10=20.66 | | 3(3-y)+1=39 | | -9+4t=7t | | 5.59x+16.77=33.54 |