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Simplifying S = 2(pi)(r * r) + 2(pi)(r)(h) Multiply r * r S = 2ip(r2) + 2(pi)(r)(h) Multiply ip * r2 S = 2ipr2 + 2(pi)(r)(h) Multiply ip * r S = 2ipr2 + 2ipr * h Multiply ipr * h S = 2ipr2 + 2hipr Reorder the terms: S = 2hipr + 2ipr2 Solving S = 2hipr + 2ipr2 Solving for variable 'S'. Move all terms containing S to the left, all other terms to the right. Simplifying S = 2hipr + 2ipr2
| 4(2y)+1=2(12+y) | | 3(x+4)=-27 | | 42-21x= | | 9x-1=12x-10 | | (-3)-(-4)+(-1)-(-6)= | | 5a+3=5t+14 | | 18-16-14=x | | 3(t-10)=-30 | | (-8)+(-9)-(-2)-(-5)= | | 80x^2=49x | | 6u+36= | | 8y+1=10y+8 | | 14x+12=4x+192 | | 5+100= | | 24+8g= | | (-1)-(-6)+(-4)-(-7)= | | 4+91x=52x+13 | | g^2-3g-18=0 | | 2(6w)+2w=224 | | -46-(-26)+(-29)= | | 10x-12=2x | | 3q^2-5q-8=0 | | -5xy+20= | | 7(3-8)-3= | | 12.50*(1-60)= | | -27-(-29)+(+46)= | | 6(3x+2)=12-6(x+2) | | x^2-35x=0 | | 46-3x=6-7x | | 2+2*1x=18 | | 2p-28= | | 12.50x(1-60)= |