Real Numbers
Exercise 1.5 Solutions – Class X Mathematics Exercise 1.5 Solutions – Class X Mathematics These solutions are based on the Telangana State Class X Mathematics textbook, focusing on logarithmic expressions and evaluations. Mathematical expressions are rendered using MathJax. 1. Determine the value of the following. (i) \( \log_2 5 \) Cannot be simplified to an … Read more
Exercise 1.4 Solutions – Class X Mathematics Exercise 1.4 Solutions – Class X Mathematics These solutions are based on the Telangana State Class X Mathematics textbook, focusing on proving irrational numbers. Mathematical expressions are rendered using MathJax. 1. Prove that the following are irrational. (i) \( \frac{1}{\sqrt{2}} \) Assume \( \frac{1}{\sqrt{2}} \) is rational, i.e., … Read more
Exercise 1.3 Solutions – Class X Mathematics Exercise 1.3 Solutions – Class X Mathematics These solutions are based on the Telangana State Class X Mathematics textbook, focusing on decimal expansions and rational numbers. Mathematical expressions are rendered using MathJax. 1. Write the following rational numbers in their decimal form and also state which are terminating … Read more
Exercise 1.2 Solutions – Class X Mathematics Exercise 1.2 Solutions – Class X Mathematics These solutions are based on the Telangana State Class X Mathematics textbook, focusing on the Fundamental Theorem of Arithmetic. Mathematical expressions are rendered using MathJax. 1. Express each of the following numbers as a product of its prime factors. (i) 140 … Read more
Exercise 1.1 Solutions – Class X Mathematics Exercise 1.1 Solutions – Class X Mathematics These solutions are based on the Telangana State Class X Mathematics textbook, focusing on Euclid’s algorithm and the division algorithm. Mathematical expressions are rendered using MathJax. 1. Use Euclid’s algorithm to find the HCF of: Euclid’s algorithm: For two positive integers … Read more