Question

how to find two irrational numbers between 2/3 and 4/5 need help fast!!!!!!!!!!!1

Answer 1

anyone two will do?

Answer 2

yea

Answer 3

14/19

Answer 4

9/13

Answer 5

thxs man

Answer 6

Btw you know the definition of an irrational number right?

Answer 7

yea

Answer 8

irrational nos are like root 2

Answer 9

non terminating non repeating decimals

Answer 10

yea

Answer 11

like 9.1231531234 bar

Answer 12

no bar

Answer 13

bar means it repeats but you cut it off, you rounded it

Answer 14

i mean hey all I did was take the calculator punch in a couple of fractions and picked the ones between .66666666 and .8

Answer 15

or a repeating decimal like 2/3 0.666666666666 bar means it keeps going forever but you cut it off

Answer 16

thxs

Answer 17

yw

Answer 18

irrational not rational right?

Answer 19

none of the numbers you have are irrational, they are all rational

Answer 20

so your answer could be something like
\[\frac{2}{3}+\frac{\pi}{20}\]

Answer 21

or
\[\frac{2}{3}+\frac{\sqrt{2}}{20}\] or something of that type.
all the numbers written above are rational numbers.

Answer 22

\(\frac{2}{3}\) is rational, \(.6666\) is rational, \(\overline{.6}\) is rational, in fact \(\overline{.6}=\frac{2}{3}\)

Answer 23

i guess what i am trying to say is that each number from the first answers are rational, and therefore are not right.