Question

(ii) (3° + 4°) × 5°
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Answer 1

• As per the data given in the question, we have to find the value of the given expression.
• Given data-  $(3^{0} +4^{0})\times5^{0}.$

• Exponent rule:- Any nonzero real number raised to the power of zero is one, this means anything that looks like $x^{0}$ will always equal to 1.
• So, the expression will be,

       $=(3^{0}+4^{0})\times5^{0}$

       $=(1+1)\times1\\\\=2\times1\\\\=2.$

      Hence, the value of the expression will be $2.$

Answer 2

Answer:

$2$

Step-by-step explanation:

The given equation is $(3^{0}+4^{0})*5^{0}$.

We have to simplify this equation and find the answer.

There is an Exponent Rule, any nonzero number having a power of $0$, then its value is $0$.

Applying this rule in given equation, we get

$(3^{0}+4^{0})*5^{0}= (1+1)*1$

                 = $2*1$

                 = $2$