Decimal representation of rational numbers - class-IX
Description: decimal representation of rational numbers | |
Number of Questions: 23 | |
Created by: | |
Tags: maths rational and irrational numbers |
Number of ordered pairs $(x, y)$ of real numbers satisfying the equation $x^{2} + y^{2} - 24x - 26y + 313 = 0$ is equal to
The number having no reciprocal is
The decimal part of $9.99$ is
The integral part of $3.89$ is
The integral part of $4.20$ is
The decimal part of $4.20$ is
The decimal part of $3.89$ is
The integral part of $9.99$ is
The integral part of $63.281$ is?
Fractional Part of $2.056$ is?
The fractional part of $28.13$ is?
The integral part of $78.027$ is?
The number obtained by interchanging integral part and fractional part of $45.01$ is?
Integral part of $034.098$ is :
Number obtained by incrementing an integral part of $27.25$ by $1$ is?
The Number obtained by interchanging the integral and fractional part of $50.23$ is?
The number obtained on interchanging the integral and fractional part of $26.081$ is
The point $\left( \sin { \theta } ,\cos { \theta } \right) ,\theta $ being any real number, lie inside the circle ${ x }^{ 2 }+{ y }^{ 2 }-2x-2y+\lambda =0$, if
Number of solutions of the equation $[2x]-3{2x}=1$ is?
Integral part of $05.89$ is?
If a and b are any two such real numbers that ab $ = 0 $ , then
If $f(x)-2f(1-x) = x^2+2$, then what is $f(x)$?