Question

(iii) 5 x mn is a binomial
(iv) 11 + xy is a binomial​

Answer 1

Answer:

diffusion Hancock jaldich happen Chi

Answer 2

$\bold\green{{★ \:Question \: ★}}$

• $\pink{5x \: mn \: is \: a \: binomial}$
• $\pink{11 \: + \: xy \: is \: a \: binomial}$

　

　

$\bold\green{{★ \:Solution\: ★}}$

• $\pink{True}$

• $\pink{True}$

　

　

$\purple\therefore\purple{Both \: answers \: are \: true \: because \: binomials \: have \: two \: terms.}$

　

　

$\bold\green{{★ \: More \: information \: ★}}$

• $\red{Monomial \: have \: one \: terms}$
• $\pink{Eg \: :- 3xy²}$

• $\red{Binomial \: have \: two \: terms}$
• $\pink{Eg \: :- 5x - 1}$

• $\red{Trinomial \: have \: three \: terms}$
• $\pink{Eg \: :- 3x + 5xy - 2x}$

　

　

　

$\huge\mathfrak\blue{{{Hope \: that \: helps \: !!!}}}$