Find the number of positive real numbers x such that \(\log_{10} x = \sin x\)
Find the number of positive real numbers x such that
\(\log_{10} x = \sin x \)
Hello Guest!
\(\log_{10} x = \sin x\\ 10^{sin\ x}=x\\ 10^{sin(x)}-x=0 \)
x=2.696256562.. (determined graphically)
!