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=(2Y+5)/2
We move all terms to the left:
-((2Y+5)/2)=0
We multiply all the terms by the denominator
-((2Y+5)=0
We calculate terms in parentheses: -((2Y+5), so:
(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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(2Y+5
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| 5^n=21 | | 4x+4+3x–8= | | A^n=7n+6 | | 8+16+x=20 | | 20-3n=-16 | | 3(4x^2-1)=45 | | y=8+3•(-9/4) | | x⁴+30x³+325x²+1500x²+2484=0 | | −3x+6x=21 | | 4x÷3+2=4 | | 2x+6(3x+8)=3 | | 59=16+6x | | 9+4x-12=23 | | 7x÷4=46 | | -36/a=-18 | | 20x-5+8x-9=10 | | 9x+30=2 | | 20/100=x/70 | | 2x-(12-3x)=3 | | 2x=28-8 | | -3x^2+20x+24=0 | | -3x^2+20x+23=0 | | 4x/3+8/5=3 | | -55+a=7 | | 3^{x+2}=56 | | (9x-30)=(6x+18) | | (9x-30)=(6x) | | 2x(3)=27 | | 2x18=20 | | 1/2(z+1)+1/4(z+3)=2 | | n+4=20” | | (4x-6)=(2x+12) |