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Simplifying 1h + 20 = 35 + -4h Reorder the terms: 20 + 1h = 35 + -4h Solving 20 + 1h = 35 + -4h Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Add '4h' to each side of the equation. 20 + 1h + 4h = 35 + -4h + 4h Combine like terms: 1h + 4h = 5h 20 + 5h = 35 + -4h + 4h Combine like terms: -4h + 4h = 0 20 + 5h = 35 + 0 20 + 5h = 35 Add '-20' to each side of the equation. 20 + -20 + 5h = 35 + -20 Combine like terms: 20 + -20 = 0 0 + 5h = 35 + -20 5h = 35 + -20 Combine like terms: 35 + -20 = 15 5h = 15 Divide each side by '5'. h = 3 Simplifying h = 3
| 3y-a=-3y+a | | 90=-6t | | 12/x=3x | | -3(-2x-5)-7=-10 | | 2(7x+1)=4x-3 | | 12x-18=9x-5 | | 5d+15=15 | | 3p(2p-6)= | | 8(2w+-6)+4(-1+-5w)= | | p=2*7+2*14 | | -w^3+3w-2=0 | | 8(2w+-6)+4(-1+5w)=0 | | 2d-(d-5)=0 | | M=31h | | 15x+3+16x-3=180 | | 4[6x-4]-3=101 | | 8(2w+-6)+4(-1+15w)=0 | | 10000=45647 | | 9-5x+3=9-5x | | W^3+3w-2=0 | | 3x+15+10x-30=180 | | 2y=-42 | | 8+3xy=2squared+squared | | 6(x-9)+20=2 | | x/4-z=rw | | -2(-7k+4)+9=-10 | | (x^2+3x-5)+(-3x^2+8x+9)= | | 0.3t+-0.6=0.4 | | 8+3xy=2squared+xsquared | | a^3b^5x=a^7b^5c^3 | | 0,2=(x-18)/4 | | 8(R)=48 |