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Simplifying p = 3h + 3z Solving p = 3h + 3z Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Simplifying p = 3h + 3z
| 1-7x=9-3x | | 12-3(2w+1)=7w-3(7+w) | | 2x-16=-19+3x | | 5x-5+37=57 | | w^2+4w+4= | | 6x-7=-9+7x | | y^2-13y-90=0 | | x+(x-2)=(x+5)-(x+3) | | b^2+2b-35= | | 4(3+3x)-3=33 | | w^2=8w | | c^4-144= | | x+2x-3+x+2x-3=114 | | c^2=24-2c | | -2+4= | | x^2-6x+2=y | | 6k-5j+10-(-2k)-4j-12= | | n+n+20=512 | | 2a+18=20 | | 9a^2-30a+25=0 | | 9a^2+30a+25=0 | | 36s^2-49= | | 2q+6q+-19=5 | | q=3k+3w | | 40+7n=75 | | -8(7x-2y+6z)= | | 2x^2+x=3 | | 10-11y=60 | | n^2-120=7n | | c/7=4 | | c^2+10c+9=0 | | (4x+6)=60 |