Question

( x^{1+log _{10} x}=10 x )
toring degio both side
( log _{10} x^{1+log _{0} x}=log _{10} 10 x )
( log _{10} x+left(log _{10} xright)^{2}=1+log _{10} x=log _{10} 10+log _{10} x )
( left(log _{10} xright)^{2}=(1)^{2} )
( left.log _{10} xright)^{2}=left(log _{10} 10right)^{2} )
0 u compang
[
x=10
]

# If y1+log10 * = 10.r then x =

Solution