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13p-3p=-5(3+2p
We move all terms to the left:
13p-3p-(-5(3+2p)=0
We add all the numbers together, and all the variables
13p-3p-(-5(2p+3)=0
We add all the numbers together, and all the variables
10p-(-5(2p+3)=0
We calculate terms in parentheses: -(-5(2p+3), so:
-5(2p+3
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-5(2p+3
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-5(2p+3
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| 3s+4s=35 | | 3s-4s=35 | | 3s+4s=42 | | (2w+5)(2w+7)+28=0 | | 35=-7/6v | | -12x2-20x+48=0 | | -6y-1=5y | | 7h=77 | | -3v/2=-21 | | W(w+5)+28=(w+2)(w+5) | | 11z+5z-14z=6 | | W(w+5)+(w+2)(w+5)=28 | | 5s-4s+2s-2s+2s=12 | | k+5k-6k+3k=6 | | -4x-(9-3x)=8x-1 | | 15k-13k+2k=4 | | 3.3x+12=-54 | | -5/11h+7/9=2/8 | | Y=-2x-6+5 | | 2.3x-4.1=12 | | 6x=3x=180 | | -8z+12=-13 | | 7s+2s=18 | | -11,4x+5.4x=48 | | (2w+5)(2w+7)=28 | | 0.2^n=0.3^n | | 1/4(p+2)=9 | | 8(t+)-3(t-4)=6(t-7)+8 | | -6n+11=-5 | | 2x-4+8x=6x+32 | | X+2/3+x+3/2=3 | | 0.5x+0.8-12x=1.6-1.5x |