H=210+33t - Solution
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Solution for H=210+33t equation:
=210+33H We move all terms to the left: -(210+33H)=0 We add all the numbers together, and all the variables -(33H+210)=0 We get rid of parentheses -33H-210=0 We move all terms containing H to the left, all other terms to the right -33H=210 H=210/-33 H=-6+4/11See similar equations:
| -3=-3-1/2(n-6) | | 9x-x5x=260 | | -88=-4m-12 | | 84-2x=108 | | 9x-x+5=2600 | | 9x-2=54 | | 7n=145 | | 76-2x+92-3x=360 | | 180+3y=15 | | 7z-27=-39+z | | 5(2m+6)=4(5+2m)+3m | | 92-3x=180 | | 6-7(2x+8)-5=-20 | | -5w+8(1+7w)=-8 | | 76-2x=180 | | 6(x-5.4)=4.8 | | 4x+8=7x+2 | | -5x+2(2x+11)=27 | | 8x3=69 | | 6.4-m=9.8 | | (2x)+(x+16)+(x-8)=180 | | 4.2x=-3.36 | | 2.4-f=8.6 | | -(x+3=-13 | | 7-4m=-11 | | 6=5x/4 | | -3.4x=-3.74 | | -5.5x+0.76=-1.44 | | 5/3x=11/6 | | b-7.4=6.42 | | 3.2+m=6.4 | | -3/15x=4 |
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