Chapter 15: Rational Numbers
15.1 Introduction to Rational Numbers
A rational number is any number that can be written as a fraction pqfrac{p}{q}qp, where ppp and qqq are integers and q≠0q neq 0q=0.
15.2 Operations with Rational Numbers
Addition and Subtraction: To add or subtract rational numbers, find a common denominator.
Multiplication: Multiply the numerators and denominators.
Division: Multiply by the reciprocal of the divisor.
Exercises
Exercise 1: Simplify the following rational numbers:
510frac{5}{10}105
1530frac{15}{30}3015
23+49frac{2}{3} + frac{4}{9}32+94
35−12frac{3}{5} - frac{1}{2}53−21
78×34frac{7}{8} times frac{3}{4}87×43
Exercise 2: Solve the following problems involving rational numbers:
23÷45frac{2}{3} div frac{4}{5}32÷54
79+56frac{7}{9} + frac{5}{6}97+65
34−12frac{3}{4} - frac{1}{2}43−21
85×32frac{8}{5} times frac{3}{2}58×23
23+56frac{2}{3} + frac{5}{6}32+65 The explanations are very clear. You just have only one thing to do, to read and answer. For the questions and try to ask creative questions, for example, can I solve them in the other another.
Thank you. I hope you enjoy answering and understanding these explanations and these questions.
Eslam Assem