Question

Give one example each of a binomial of degree 35, and of a monomial of degree 100.​

Answer 1

Answer:

Summary: An example of a binomial of degree 35 and of a monomial of degree 100 are 3x35 − 5 and 5x100 respectively.

Step-by-step explanation:

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Answer 2

$\large \rm {\underbrace{\underline{Question\: 1:}}}$

$\sf\red{\underline{\underline{bionomial \: of \: \: degree \: 35\: }}} \\ \sf\pink{\underline{\underline{the \: polynomial \: having \: \: \: }}} \\ \\ \sf\orange{\underline{\underline{the \: two \: terms}}} \\ \\ \sf{and} \\ \sf\orange{\underline{\underline{the \: higest \: degree \: 35}}}$

$\sf \green{\underline{\underline{EXAMPLE:}}}$

$\sf\blue {{{3 \: {x}^{35} + 5 }}} \\ \\ \sf\pink {{{2 \: {x}^{35} + 5 }}}$

$\sf\red{\underline{\underline{monomial \: of \: \: degree \: 100\: }}} \\ \\ \sf\pink{\underline{\underline{the \: polynomial \: having \: \: \: }}} \\ \\ \sf\orange{\underline{\underline{the \: one \: terms}}} \\ \\ \sf{and} \\ \\ \sf\orange{\underline{\underline{the \: higest \: degree \: 100}}}$

$\sf \green{\underline{\underline{EXAMPLE:}}}$

$\sf\blue {{{4\: {x}^{100} }}} \\ \\ \sf\pink {{{ {y}^{100} }}}$