Can you guess the value of ' $x$ ' when $2^{x} = 1$

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Solution

We all know from the laws of exponents that $a^{0} = 1$

It is given that $2^{x} = 1$

So, $2^{x} = a^{0}$

$\Rightarrow$ $x = 0$

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Can you guess the value of 'x' when 2x=1

We all know from the laws of exponents that a0=1It is given that 2x=1So, 2x=a0⇒ x=0

Can you guess the value of ' $x$ ' when $2^{x} = 1$

We all know from the laws of exponents that $a^{0} = 1$

It is given that $2^{x} = 1$

So, $2^{x} = a^{0}$

$\Rightarrow$ $x = 0$