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3q-16q=7+2(-8q-30
We move all terms to the left:
3q-16q-(7+2(-8q-30)=0
We add all the numbers together, and all the variables
-13q-(7+2(-8q-30)=0
We calculate terms in parentheses: -(7+2(-8q-30), so:We add all the numbers together, and all the variables
7+2(-8q-30
determiningTheFunctionDomain 2(-8q-30+7
Back to the equation:
-(2(-8q-30+7)
-13q-(2(-8q-23)=0
We calculate terms in parentheses: -(2(-8q-23), so:
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| (7x-9)=(4x-3)=180 | | 2(4u-5)=14 | | 7-9x=-15+12x | | X+2x+2x+17=57 | | 4(u-3)-(u-5)=2 | | (8x-7)=(x+16)=180 | | -4(b+8)=2(3b-6) | | 112(9+2x)=5((2-5x) | | (6x+20)=(8x-10)=180 | | -4)b+8)=2(3b-6) | | 9s-6=-3s+30 | | -22+3g=-2(g+1) | | -1+18x=42x+1=180 | | -1+18x=42x+1 | | 8t-3=-19 | | 3(e-2)=6 | | x+4x+7x=180° | | 3r+2r+5=-15 | | 8(x)+5(2x+3)=195 | | 3x^2+3x-3=7x-5 | | 94.92=s/3-34.95 | | 6x/12=7x+4 | | 37-2x=85 | | 4x+1=4+3x | | 13x^2+18x+12=-x^2+8x-2 | | 3x11=x+1 | | ⅙(x6)=20+3x | | 4(m—2)=12 | | X-x9-+2=56 | | 7+5(p-1)=32 | | 5x+3=3x=11 | | -9x+(-3)^2-23=220 |