1+2019^(x-2)+2020^(x-1)=2021^x

Simple and best practice solution for 1+2019^(x-2)+2020^(x-1)=2021^x equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for 1+2019^(x-2)+2020^(x-1)=2021^x equation: 



1+2019^(x-2)+2020^(x-1)=2021^x

We move all terms to the left:

1+2019^(x-2)+2020^(x-1)-(2021^x)=0

We move all terms containing x to the left, all other terms to the right

2019^(x-2)+2020^(x-1)-2021^x=-1

See similar equations:

| 1+2019^x-2+2020^x-1=2021^x | | Y=0.5x^ | | 2+7n+8=11 | | 108p-17=10+18p.p | | 18(c-3=162 | | 4x-7=-x+17 | | v-10/3=-7 | | 4x-26=8x-14 | | 12x+39=145 | | 7x+11=6x+13 | | 9x+102=4x | | -0.5x^2+40x+15300=0 | | 10=4x+6x-58 | | 5(z-4)(-z-1)=0 | | 3/5-4/5=n | | 10+2f-7+3f-4+17+2f+11+3f=97 | | 13x2-24x-120=0 | | 3x-6+4=2x | | 2(3e+8)+5e=49 | | 27=6v+3v | | 7-1*0+3/3=a | | 12x=55+8x=25 | | 3x+8=2x+15=5x-6 | | x-15=7x-5 | | x+84=7x | | 6x3=4x-1 | | (5x+8)(2x-9)=0 | | -5(7x+3)=-3x+177 | | 3(2x-1=4(x+1) | | 8x-2=-9x-9 | | 1(-8x-2)=-9x-9 | | I2x-3I+1=8 |

Equations solver categories