Question

prove that 1/0 is not define .. please answer after understanding..

Answer 1

HELLO DEAR, (1)when we Divide 100 by 100 we get 1 (2)when we Divide 100 by 10we get 10 (3)when we Divide 100 by 1we get 100 (4)when we Divide 100 by 0.1we get 1000 (5)when we Divide 100 by 0.01we get 10000 (6)when we Divide 100 by 0we get 10000000000000000 so long answer that why we say ∞it shows a pattern by increasing its 0that why when divide in any no. by 0 we get un countable no. $\frac{100}{100} = 1 \\ \\ \frac{100}{10} = 10 \\ \\ \frac{100}{1} = 100 \\ \\ \frac{100}{0.1} =1000\\ \\ \frac{100}{0.01}=10000 \\ \\ \frac{100}{0.001} =100000\\ \\ \frac{100}{0}=infinity$. I HOPE ITS HELP YOU DEAR,THANKS

Answer 2

$\huge\underline\mathfrak\green{Answer}$

♦ 1/0 is said to be undefined because division is defined in terms of multiplication.

a/b = x is defined to mean that

• b*x = a.

♦ There is no x such that 0*x = 1, since

0*x = 0 for all x.

♦ Thus 1/0 does not exist, or is not defined, or is undefined.

THANK YOU! ✨❤️