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Simplifying -3k + 2(5 + 8k) = 101 -3k + (5 * 2 + 8k * 2) = 101 -3k + (10 + 16k) = 101 Reorder the terms: 10 + -3k + 16k = 101 Combine like terms: -3k + 16k = 13k 10 + 13k = 101 Solving 10 + 13k = 101 Solving for variable 'k'. Move all terms containing k to the left, all other terms to the right. Add '-10' to each side of the equation. 10 + -10 + 13k = 101 + -10 Combine like terms: 10 + -10 = 0 0 + 13k = 101 + -10 13k = 101 + -10 Combine like terms: 101 + -10 = 91 13k = 91 Divide each side by '13'. k = 7 Simplifying k = 7
| 5-5=10 | | 6-5y=51 | | y-1=-2(x+3) | | 512.3852=2*3.14*249.64+2*3.14*15.8*h | | -7x+4y+9-2y-4x=-7-5-5(-x-5y) | | tan(2x+35)=1.5 | | 540=x+x+(x-12)+(x-44)+(x-44) | | 168=-4(8r-2) | | 7+1.4p=15.50 | | 0.5n=-12 | | 3x+8=1x+22 | | 127=7-8(n-7) | | 512.3852=1567.7392+6.28h | | 3x-4=2(x+10) | | 9v=-10 | | 4x+3=0+7x | | X+x+(x-44)+(x-12)+(x-44)=540 | | 5+7x=5x+23 | | D(p)=48-4p | | 1420000-264000/11-1= | | 8+6x=7x+0 | | 3x+y= 9 | | 8x+75= | | 3(8r+4)+6=-174 | | p=145-3w | | 3y+22=1 | | =0.25*35 | | 3x+1=0+4x | | 100+x+0.145x=104 | | 7z+3s=5 | | 3(t+1)=4t-1 | | 100+y+0.145y=104 |