Question

PLEASE HELP EASY QUESTION!!
Create your own binomial expression with a radical in the second term.

Answer 1

May be,
\[a+\sqrt{b}\]

Answer 2

with numbers

Answer 3

\[2+\sqrt{3}\]

Answer 4

can u please give me another one than 2+radical 3 and 2+radical 5?

Answer 5

\[3+4\sqrt[4]{3}\]

Answer 6

Create your own binomial expression with a radical in the second term.

Part 1: Identify its conjugate and explain, in complete sentences, why it is the conjugate. (1 point)

Part 2: Multiply your original binomial expression and its conjugate. What happened to the radicals and why?

Answer 7

@John_ES this is the question

Answer 8

@John_ES ??????

Answer 9

Binomial expression,
\[4+\sqrt{5}\]
Its conjutage,
\[4-\sqrt{5}\]
It is its conjugate because it has the radical with the opposite sign.
Product,
\[(4+\sqrt{5})(4-\sqrt{5})=4^2-(\sqrt{5})^2=16-5=11\]