Asked by Jonathan
                Solve the equation.
100^(5x+2)=1000^(4x-1)
            
        100^(5x+2)=1000^(4x-1)
Answers
                    Answered by
            MsPi_3.14159265
            
    Recall that 100 is 10^2 and that 1000 is 10^3, so you have power of a power...
that is 10^(2(5x+2)= 10^(3(4x-1) and since the bases are the same we can set the exponents the same so...
2(5x+2)=3(4x-1) and use the distributive property to expand the brackets, then collect like terms and solve for x.
    
that is 10^(2(5x+2)= 10^(3(4x-1) and since the bases are the same we can set the exponents the same so...
2(5x+2)=3(4x-1) and use the distributive property to expand the brackets, then collect like terms and solve for x.
                    Answered by
            :D
            
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