Question

simplify the expression. \\( 9t^0 \\) \\( 9t \\) \\( \times \\) learn it: simplify expressions with zero and negative integer resources read it

Explanation:

Step1: Recall the zero exponent rule

Any non - zero number raised to the power of 0 is 1, i.e., \(a^{0}=1\) for \(a
eq0\). In the term \(9t^{0}\), since \(t\) is in the base of the exponent (assuming \(t
eq0\)), we can apply this rule.

Step2: Simplify the term with zero exponent

Using the rule \(a^{0} = 1\), we have \(t^{0}=1\) (for \(t
eq0\)). Then \(9t^{0}=9\times1\).

Step3: Multiply the remaining factors

\(9\times1 = 9\).

Answer:

\(9\)