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Simplifying 9m = 15 + 4m Solving 9m = 15 + 4m Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Add '-4m' to each side of the equation. 9m + -4m = 15 + 4m + -4m Combine like terms: 9m + -4m = 5m 5m = 15 + 4m + -4m Combine like terms: 4m + -4m = 0 5m = 15 + 0 5m = 15 Divide each side by '5'. m = 3 Simplifying m = 3
| 3-4y=25 | | 3x-4=25 | | 2x+48=180 | | x+(x+1)=3 | | -4k^2g-[5kg^2-(7k^2g-3kg^2)]= | | 6p-3=13+8p | | 8x+9=6x-5 | | x+(x+1)2=3 | | 7(p+3)=147 | | 37=-5b-8 | | 1-5p=101 | | -5-4x=7 | | 7(x-1)=-2+74 | | 29=-4-3b | | 3(n-1)=27 | | -180=10x+10 | | 124=6x+10 | | f^2+4=-5f | | c^2-3c=18 | | e^2-10e=11 | | x(.05)=20 | | 8x-2[3(x-y)+8(y-2x)]=x-3[2(y-1)-3x] | | b^2-8b=9 | | 4x-1=5x-8 | | d^2-5d=-6 | | 20+1=21 | | 7-1=6 | | x^2+10x=9 | | x= mk | | x+3x+(5x-30)=180 | | 15abc-[4ab^2c+(5a^2bc)-(-4ab^2c-6abc+6a^2bc)]= | | 4(3+2x)-1=51 |