Give one example of a monomial of degree $100$ .

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Solution

Define monomial and give required example:
A polynomial is an expression that consists of variables, constants and exponents, that are combined using the mathematical operations.
Consequently, a monomial is defined as a polynomial having a single non zero term.
For a monomial to have degree $100$ the term must contain a variable with an exponent $100$ .
For example;
$8 x^{100}$
$7 y^{100}$
$11 z^{100}$
Hence, $8 x^{100}$ , $7 y^{100}$ and $11 z^{100}$ are examples of monomials of degree $100$ .

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Give one example of a monomial of degree 100.

Give one example of a monomial of degree $100$ .