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220(t)=2^(t)
We move all terms to the left:
220(t)-(2^(t))=0
determiningTheFunctionDomain 220t-2^t=0
| 4(a-8)-2(a+3)=-50 | | -(n-2)-2(1+9n)=19 | | 220(t)=(2(t)) | | 20+y×2-28+14=30 | | -9(k-1)-4(1-4k)=61 | | 28-2.2x=11.6x+262.2 | | 12=5x–13x–44 | | (x-9)^2-2=-82 | | 7(7-5v)-4(-7v-9)=85 | | 6y+3+3y+9=84 | | X^2-y=-14^2-196 | | -5z-(5z+2)=2+(9z+8) | | 15+193.75=t | | -3(2p+7)=3 | | 2.5(12.75x+24.50)=188.76 | | 4=2(x+5)-5x | | x+4=5(4-3x) | | 31=3(v+5)-7v | | 2y+7-5y=17 | | 4/5x-18=1/10x+6 | | 2{m-(4m+17)+13}=2(m+4) | | 6r+7=3r+7r | | 5x+3x+4=3(2x+4) | | 14=5x-4+(-2x) | | 4x-2^6=5^3 | | 3/4-5/2y=-7/8 | | -2/3x3x-4+3x=5/6 | | 5^3x^-2=119 | | 4=3y−14 | | -5(x+1)-x-6=-6(x+5)+19 | | 2x+15°=3x-40° | | 0.2t=0.2+0.4t |