" REAL NUMBERS "

Real Number and Real Number line

Consider the following statements : 1. Every natural number is a real number. 2. Every real number is a rational number. 3. Every integer is a real number. 4. Every rational number is a real number. Which of the above statements are correct?

What are the types of Subsets of real number?

Let agt1 be a real number . If S is the set of real number x that are solutions to the equation a^(2log_2x)=5+4x^(log_2a) , then how many real number S contains?

Classification Of Numbers With Examples|Real Number And Their Decimal Expansion

Which one of the following is false : (i) Every rational number is a real number (ii) Every integer is a real number (iii) sqrt2 is a rational number

Principal nth Root of a negative real number

If K is real number, then (KA)^(-1) =____.

The condition for the cube of a+ ib to be a real number is

If |x|< a where a is positive real number then,