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Simplifying S = 5hl + 3hw + 3wl Solving S = 5hl + 3hw + 3lw Solving for variable 'S'. Move all terms containing S to the left, all other terms to the right. Simplifying S = 5hl + 3hw + 3lw
| x+2(2x+3)-1=2x+14 | | 4x=3(x+6) | | k^2-18=3k | | (2+2x)+4=5x | | -7(1-n)=4n+5 | | -4x=6x-37 | | 0.3x-2.2=0.5 | | 4x=3(x-6) | | 0.3-2.2=0.5 | | 5(-4+1n)-5n= | | 4(p-4)=18 | | 6x-15-4X=24-2x-8 | | 3(7x)= | | 4x+3.4=9.8 | | (3u+4v)(3u+4v)=0 | | [4x-8]=6 | | 3(x+4)-4x+2= | | -3(-7x+3)=36+6x | | 7(n-20)=-143 | | -4(3t-4)+7t=4t-7 | | 6a=7a+32 | | -29-59= | | 4x+5y+3x-5y+4= | | 15x^2+25= | | 2(5x+2)=102 | | 2(x+6)=2(3x+2) | | 19w-4w=8w-19 | | (5x)+(2)=6 | | (mx-4)(m^2x^2+4mx+16)= | | -3(3t-4)+7t=4t-7 | | -6(N+6)=-5N-3 | | -5a=-4a-25 |