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`(1)/(6)` 63`(1)/(3)`

Answer :

BSolution :

It is given that <br> `lim_(xtooo) {(8x^3+mx^2)^(1//3)-nx}` exists and is equal to 1 <br> `rArr lim_(xto oo) {2x(1+(m)/(8x))^(1//3)-nx}` exists and is equal to 1 <br> `rArr lim_(xtooo) {2x(1+(m)/(24x)-(m^2)/(576x^2)+......)-nx}` exists and is equal to 1 <br> `rArr 2-n=0and, (m)/(12)=1` <br> `rArr n=2 and m=12 rArr (m)/(n)=6`. **meaning of function**

**Modulus; signum; greatest integer and fractional part function**

**representation of function**

**Physical interpretation**

**Domain codomain and range of function**

**Graph of function: Vertical line test**

**Identity function**

**Explain Constant function with graph**

**Modulus function and properties**

**Greatest integer function and properties**