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Simplifying Il(is) = tp(rp) Multiply lI * is ilsI = tp(rp) Multiply pt * pr ilsI = p2rt Solving ilsI = p2rt Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by 'lsI'. i = l-1p2rs-1tI-1 Simplifying i = l-1p2rs-1tI-1
| 3x^2-15x+10=-8 | | -2.9+6.8= | | 4x^2+8x-58=2 | | (((13*3)-3)/3) | | 0.04(y-7)+0.10y=0.06y-0.09(10) | | 30=6(x-7) | | 6+3*2*2*2-4= | | 5n^2+20n-162=-2 | | 2b+5t=30 | | (14*3)-3)/3) | | 8r/13=-40 | | 8a^2-8a-236=4 | | 6+3+2*2*2-4= | | y-5=10-4y | | n^2+10n+11=-5 | | x^2+8x+15=1 | | know-5.13=2.9 | | x^2+9x+16=-4 | | -11(3/2)(0.12x(-12))= | | 5-0.5= | | 5xy+y^3=7x+y | | x^2-2x-2=6 | | -4.8y+20.1-12.7y+9.3= | | n^2+9n+14=6 | | (1/8).(2x/5)=26 | | (1/8).(2x/5)= | | 0.6b+3.7=0.4b+11.7 | | 2y-17=6y-5 | | 36=n^2+5n | | v=x-yz | | 3*-y=0 | | lnx=3.3 |