\(7^x.49=7^{90}\)
\(7^x.7^2=7^{90}\)
\(7^{x+2}=7^{90}\)
\(x+2=90\)
\(x=98\)
`7^x . 49 = 7^90 => 7^x . 7^2 = 7^90 => 7^x = 7^90 : 7^2 => 7^x = 7^88 => x=88`
\(7^x.49=7^{90}.\)
\(7^x.7^2=7^{90}.\)
\(7^x=7^{90}:7^2.\)
\(7^x=7^{88}.\)
Vậy \(\Rightarrow x=88.\)
\(7^x\cdot49=7^{90}\)
\(7^x\cdot7^2=7^{90}\)
\(7^{\left(x+2\right)}=7^{90}\)
`=>x+2=90`
`=>x=88`