Math, asked by aditi3591, 10 months ago

why is 2πr not irrational ?explain
best answer will be marked brainliest

Answers

Answered by gghg1811p2jn4e
0

This statement is sometimes true.

If the radius is rational, the circumference is irrational, because it is a rational multiple of π.

If the radius is itself a multiple of 1/pi

, the circumference can be rational.

For example, if

r = 4/pi

, then

C = 2πr = 2π ×4/pi

C = 8


AryanTennyson: it's wrong
AryanTennyson: if 8 comes as a result then it's rational
gghg1811p2jn4e: that what the question is
AryanTennyson: yes it's correct
Answered by AryanTennyson
0

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Attachments:

Anonymous: If r is irrational say r=√5 .Then 2πr=2*22/7*√5=44√5/7 = a irrational number
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