Question

prove that 3-4√2/7 is an
irrational number
if √2 is irrational Show that
a 1 and only
I out of n,(n+2),(n+4) is divisible by 3or
some integer
n.
​

Answer 1

Answer:

prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.

Step-by-step explanation:

prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.prove that 3-4√2/7 is an

irrational number

if √2 is irrational Show that

a 1 and only

I out of n,(n+2),(n+4) is divisible by 3or

some integer

n.