Math, asked by imshariqnoor, 6 months ago

show that
\sqrt{3}
is not a rational number​

Answers

Answered by neetumishrabd
0

Let us assume that √3 is a rational number. ... So, our assumption that p & q are co- prime is wrong. Therefore, √3 is an irrational number. Hence, √3 is not a rational number.

Previous Question
Next Question
Similar questions
Math, 3 months ago
(-20)÷[(-19)+(-1)] evaluate .?
Hindi, 3 months ago
Sam section ke vishay gat niyam kya hai tatha sankshiptikaran mein kin tatvon ko Dhyan mein rakhna chahie spasht kijiye...
English, 3 months ago
Chris, along with his brother Zack, ________ hockey on Saturday...
Hindi, 6 months ago
pls try to answer my question .its very important plsss​...
Math, 6 months ago
Choose the correct option ::--. (I) sum a pair of supplementary angles is : A. 180°. B. 90°. C. 270°. D. None of these. (ii) The sum of all the angles of a triangle is : A. 360° B.180°. C.270°. D.90° (iii) A triangle having all the sides equal is : A. Scalene triangle . B. Isosceles triangle C.Equilateral triangle. D. None of these. (iv) The side opposite to the right angle is...
English, 1 year ago
Decision taking is very important in everyone's life.Do you agree.How is the theme of the poem "The road not taken "is applicable to this​...
Math, 1 year ago
4. Five rational numbers between (a) -3 and -8 (b) 3/5 and 4/5 (c) -1/6 and 5/9​...
English, 1 year ago
. They are good in studies like him.​