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Simplifying 0 = p(1 + rt) + -1afort 0 = (1 * p + rt * p) + -1afort 0 = (1p + prt) + -1afort Reorder the terms: 0 = -1afort + 1p + prt Solving 0 = -1afort + 1p + prt Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add 'afort' to each side of the equation. 0 + afort = -1afort + 1p + afort + prt Remove the zero: afort = -1afort + 1p + afort + prt Reorder the terms: afort = -1afort + afort + 1p + prt Combine like terms: -1afort + afort = 0 afort = 0 + 1p + prt afort = 1p + prt Divide each side by 'fort'. a = f-1o-1pr-1t-1 + f-1o-1p Simplifying a = f-1o-1pr-1t-1 + f-1o-1p Reorder the terms: a = f-1o-1p + f-1o-1pr-1t-1
| 0=p(1+rt)-a | | 0.3x=3.3 | | x^2-3kx+7-k=0 | | -3y-3x=8 | | 7.5x^2+x-0.5=0 | | -[x+5]=40 | | 2x-15=9x+4 | | 7y^2+42y+63=0 | | x+(x*0.5)=36 | | 9Y+X=-27 | | 9-9x+9-2x= | | m+m+m+7-m= | | 3x+12=6x-8 | | m=3n+29 | | a-c+11-(-6c)-7= | | 6(-1-2x)=8(7x+3)+4 | | 4x+y-3z= | | 6(-1-2x)=8x(7x+3)+4 | | 4-6x-30x=3+6x | | x+0.5x=6.25 | | 4-6x-30x=3+x | | 72x^2+18x+3=0 | | -1-2x=7x+3 | | 15y^2+7y-30= | | log(x^2+11x+8)-log(x+1)=1 | | 42+(x+8)= | | 21x+72=24x | | +28x-14x=16+140-26 | | f(2)=4-6+5 | | 26x+28x=-16+14x+140 | | -7(2y-4)=5(-2y+6) | | 25n-80=405 |