Solutions of Scale Drawings, Bearings And Trigonometry from Cambridge IGCSE® Mathematics Core and Extended Coursebook Second Edition
Karen Morrison Mathematics Solutions from Chapter 15 - Scale Drawings, Bearings and Trigonometry
Karen Morrison and Nick Hamshaw's Cambridge IGCSE® Mathematics Core and Extended Coursebook Second Edition detailed solutions to all the exercises of Scale Drawings, Bearings And Trigonometry for Upper Secondary: IGCSE are provided here. The topics covered are such as Bearings, Scale Drawings and, Trigonometry In Three Dimensions. The points to remember in the Karen Morrison and Nick Hamshaw's Book Solutions is ideal for quick revision.
Practice Other Topics from Scale Drawings, Bearings and Trigonometry
In this topic, we learn the concept of scaling and scale drawings. Scaling means a linear transformation that enlarges or diminishes objects. Several drawings are discussed that let us practice the method of scaling.
In this topic, we learn the concept of drawing bearings. Several situations are discussed along with important laws to be followed while drawing them. It includes figures that explain drawing of bearings in steps.
This topic elaborates on the relationship between different trigonometric ratios. It provides a brief overview of the different types of ratios. There are some examples provided in the text for a better understanding.
This topic is dedicated to teach the students how to solve problems using trigonometric equations. It explains the method of interpreting equations. Additionally, there are questions provided for the students to solve themselves.
Through this topic, the students learn the process to find the trigonometric value of sines, cosines, and tangents of an angle greater than 90⁰. There are also a bunch of questions included for practice.
In this topic, we get acquainted with sine and cosine rules based on the relationship between the sides and angles of a triangle. Several situations are discussed which help us understand these laws.
In this topic, we learn the application of trigonometric ratios to solve three-dimensional problems. There are several examples given along with their explanations for better understanding.
