Sadar

Asif Majeed replied | 17 hrs ago

This is a very good question asked. This one tricks a lot of students  Short answer to this question is no, x/x is not always equal to 1.

Let’s break it down clearly

1. When is x/x equal to 1:

If x \neq 0, then x/x = 1

Examples: 5/5 = 1 and also -3/-3 = 1 and also 2.5/2.5 = 1

So, for any non-zero value of (x), the result is 1

2. When x/x is NOT equal to 1:

If x = 0, then: 0/0 \neq 1

This is undefined, because division by zero is not allowed in mathematics.

So, x/x \neq 1 when x = 0

Thinley Dorjee replied | 2 hrs ago

No

Saranya replied | 5 days ago

A language is a way people communicate by using words or signs.

Anupriya Yerankollu replied | 23 hrs ago

Language in "ENGLISH" particularly concerns with Grammar and its rules and regulations for better pronunciation and sentence formations. 

Lavish replied | 1 day ago

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