Solving Exercise 2 on Page 106 of Mathematics 5 Textbook

Guidelines for Solving Exercise 2 on Page 106 of Mathematics 5 Textbook

Problem Statement:
A rectangular tablecloth measures 2m in length and 1.5m in width. In the center of the cloth, a decorative rhombus pattern is embroidered with diagonals equal to the length and width of the rectangle. Calculate the area of the tablecloth and the rhombus.

Solution Method:
- To find the area of the tablecloth, use the formula for the area of a rectangle: Multiply the length by the width.
- To calculate the area of the rhombus, apply the formula: S = 1/2.a.b => In words: To find the area of the rhombus, take half and multiply by the length of the two diagonals.
* Note: As per the problem, the main diagonals of the rhombus are equal to the length and width of the rectangle.

Answer:
The area of the tablecloth is:
           2 x 1.5 = 3 (m²)
The area of the rhombus is:
           2 x 1.5 : 2 = 1.5 (m²)
                     Answer: 3m²; 1.5m²

Mytour has just provided guidance on solving Exercise 2 on Page 106 of Mathematics 5 Textbook, covering the topics of calculating the area of a tablecloth and rhombus. Additionally, we suggest solutions for Exercise 1 on Page 106 of Mathematics 5 Textbook and Exercise 3 on Page 106 of Mathematics 5 Textbook. Explore the guide on Mathematics Grade 5 Page 106 to excel in 5th-grade math!