Question

$\sf{PROVE\: THAT\:\dfrac{0}{0}=1}$


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Answer 1

Answer:

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$\sf{PROVE\: THAT\:\dfrac{0}{0}=1}$

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The point given here is wrong..

Because 0 ÷ 0 is not defined..

Answer 2

Solution:---

Given: 0/0

Let, , 0/0=a/b

Where a=(0.5)2−(0.5)2

And b=(0.5–0.5)

So,0/0=a/b=>

[(0.5)2−(0.5)2]/(0.5−0.5)−−> ( 1 )

Solving ‘a’It is in a2−b2 form so it's value is (a+b)(a−b)

a=[(0.5+0.5)(0.5–0.5)]

Replace value of a in equation (1)

,0/0=[(0.5+0.5)(0.5–0.5)]/(0.5–0.5)

0/0=0.5+0.5=>1

Hence, 0/0=1 .

hope it helps you

have a great day ahead!!!!