Howrah

Anshika Saini replied | 2 days ago

No, $\frac{x}{x}$xx is not always equal to 1.

Explanation

• For any non-zero value of $x$x:

  $$\frac{x}{x} = 1 \quad \text{(true when } x \neq 0\text{)}$$xx=1(true when x=0)

• But when $x = 0$x=0:

  $$\frac{0}{0} \quad \text{is **undefined**}$$00is **undefined**

  Division by zero is not allowed in mathematics.

Final conclusion

$$\frac{x}{x} = \begin{cases} 1, & x \neq 0 \\ \text{undefined}, & x = 0 \end{cases}$$xx={1,undefined,x=0x=0

So, $x/x$x/x equals 1 only when $x \neq 0$x=0.

Kanchan replied | 2 days ago

No,depending upon value of denominater

If Den=0

Then,it is infinite

Nikhitha replied | 5 days ago

Language means something that is spoken by a community from ages and also which have a format to write in its unique style 

Suha Saleem replied | 1 day ago

Language is any way to communicate with others, be it humans or machines.

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