`7^(x+1) = (7^2)^5`
`7^(x+1) = 7^10`
`x + 1 = 10`
`x= 9`
\(7^{x+1}=49^5\)
\(7^{x+1}=\left(7^2\right)^5\)
\(7^{x+1}=7^{10}\)
`=>x+1=10`
`x=10-1`
`x=9`
\(7^{x+1}=49^5\\ =>7^{x+1}=\left(7^2\right)^5\\ =>7^{x+1}=7^{10}\\ =>x+1=10\\ =>x=9\)
\(7^{x+1}=49^5\)
\(7^{x+1}=\left(7^2\right)^5\)
\(7^{x+1}=7^{10}\)
\(\Rightarrow x+1=10\)
\(x=9\)
7x+1= ( 72)5
<=> 7x+1=710
<=> x + 1 = 10
<=>x = 9
7x+1=(72)57x+1=(72)5
7x+1=7107x+1=710
x+1=10x+1=10
x=9
