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- Chapter 1- Rational and Irrational Numbers
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Write a pair of irrational numbers whose sum is irrational.

Answer:

\sqrt{3}+5 \text { and } \sqrt{5}-3

are irrational numbers whose sum is irrational.

(\sqrt{3}+5)+(\sqrt{5}-3)=\sqrt{3}+\sqrt{5}+5-3=\sqrt{3}+\sqrt{5}+2Here, the resultant is irrational.

"hello students uh welcome to lido
learning
so the question on the screen is write a
pair of irrational numbers
whose sum is irrational so
there can be many of them so let us see
which is the what
we can find out so let us see
first number is root 3 plus 5
and let us assume another number as
root 5 minus 3
now let us see what the sum of these two
numbers result into
so root 3 plus 5
plus root 5
minus 3 so this will result into
2 plus root 3
plus root 5 which
is an irr rational
number now with this we can
we can say that root 3 plus 5 and root 5
minus 3
are two irrational numbers and the sum
of
these two irrational numbers is also
irrational
so that is the answer so thank you
friends
and if you have any concerns please
write down below this video
and subscribe to the channel thank you"

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