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Simplifying pq = k Solving pq = k Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Divide each side by 'q'. p = kq-1 Simplifying p = kq-1
| sin(px)cos(y)=cos(px)sin(y)+p | | 0,5*(1-t)=0,3*(8-t) | | (x-1)(x+2)-x^2=5 | | (x-1)(x+2)-1=5 | | 10r^2+40r+240=0 | | 20(c-50)=35 | | v+1,8v-3/2=9,8-v+0,4/3 | | g(n)=n^3-5n^2 | | 2x-x+3/5-2x-5/3=9 | | (x-3)(x-3)+5(x-3)+4=0 | | (2-3x)(2-3x)=(x+1)(x+1) | | (-5+6i)-(7-8i)= | | ln(1.1)=ln(1+y) | | 3x(29-4x)=21 | | (2x-1)(2x-1)=4 | | ln(x)+ln(x+4)=4 | | 8-1.1= | | 3p+8=14+2p | | (2x-1)62=4 | | 6x-21=0 | | X=y-4x | | 3n^2+7n-7850=0 | | 3n^2=9 | | 12r^2-17r-2=0 | | lg(3-2x)=0 | | 50+2x=90 | | x+(10-x)=100 | | 3.14159265359*x=3.14159265359 | | 10000x+2345=0 | | 10-7x+x^2-4= | | =(3x-5)(x-1)(3x+5) | | 3s-9=5 |