Question

\frac { 3 ^ { p + 1 } - 3 ^ { p } } { 2 \times 3 ^ { p } } = 1​

Answer 1

Answer:

Given equation:

• $(3^{p+1} - 3^p) /(2 *3^p) = 1$

Solving for p:

• $3^{p+1} - 3^p = 2 *3^p$
• $3*3^p - 3^p = 2 *3^p$
• $2 *3^p =2 *3^p$

p - any real number

We can state the initial expression is correct for any value of p.