Review the key concepts, formulae, and examples before starting your quiz.
🔑Concepts
Plants are known as the primary producers of the ecosystem because they prepare their own food through a process called photosynthesis.
Classification of plants based on growth habits: Herbs (green, tender stems), Shrubs (woody stems, branched near the base), Trees (thick, hard trunk), Climbers (need support to climb), and Creepers (spread on the ground).
Photosynthesis is the chemical process where plants use Carbon Dioxide (), Water (), and Sunlight in the presence of Chlorophyll to produce Glucose () and Oxygen ().
The root system consists of two main types: Taproots (one thick main root with lateral branches) and Fibrous roots (a cluster of thin, similar-sized roots).
Stomata are tiny pores found mostly on the underside of leaves that facilitate the exchange of gases like and and the process of transpiration.
Germination is the process by which a seed develops into a seedling. The necessary conditions for germination are , , and (suitable temperature).
Chlorophyll is the green pigment in leaves that absorbs solar energy, which is essential for making food.
📐Formulae
💡Examples
Problem 1:
Identify the process and the gas released when a plant is kept in sunlight. Also, calculate the total number of trees if a school garden has 12 rows with 15 trees in each row.
Solution:
The process is Photosynthesis, and the gas released is Oxygen (). Total trees = .
Explanation:
Plants perform photosynthesis in sunlight to produce food and release as a byproduct. To find the total number of trees, we multiply the number of rows by the number of trees per row.
Problem 2:
A student observed that a plant's stem was growing towards the window. What is this phenomenon called?
Solution:
Explanation:
Plants exhibit movements in response to light. The growth of a plant part (usually the stem) towards a light source is called phototropism.
Problem 3:
If a school decides to plant trees around a rectangular playground of length and breadth at intervals of , how many trees are needed for the perimeter?
Solution:
Perimeter . Total trees = .
Explanation:
First, calculate the perimeter of the playground using the formula . Then, divide the total perimeter by the distance between each tree to find the number of trees.