$x_1, x_2 =$ the roots
$x_1,p,x_2,...$ = geometric sequence
Find the 12th element of the geometric sequence
What i know is $x_1+x_2=2p+4$
$x_1x_2=3p+4$
I get $-p=x_1+x_2-x_1x_2$
But how to solve for the roots and $p$?
$x_1, x_2 =$ the roots
$x_1,p,x_2,...$ = geometric sequence
Find the 12th element of the geometric sequence
What i know is $x_1+x_2=2p+4$
$x_1x_2=3p+4$
I get $-p=x_1+x_2-x_1x_2$
But how to solve for the roots and $p$?
Hint:
We have $$p^2=x_1x_2=3p+4$$
Solve for $p$