mathematics-f4-april-assignment_teacher.co_.ke
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DATE 07 Dec 2025
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About This Document
Document Type: This is a Study Notes, designed for Reviewing core curriculum material.
Context: Standard material from the 2024 academic period.
Key Content: Likely covers essential definitions, problem solving, and structured questions to test your proficiency.
Study Strategy: Summarize these notes into flashcards or mind maps to aid active recall and long-term retention.
Recommendation: comprehensive resource for students aiming to deepen their understanding of General Studies.
Detailed Content Overview
Introduction
This notes resource titled "mathematics-f4-april-assignment_teacher.co_.ke" offers detailed study notes covering essential concepts and theories. This resource is structured to facilitate effective learning and retention of important information.
Key Topics Covered
Learning Objectives
- Understand fundamental principles and core concepts
- Build a strong foundation for advanced study
- Connect theoretical knowledge with practical applications
- Prepare comprehensively for assessments and exams
Detailed Summary
FORM 4 MATHEMATICS APRIL HOLIDAY ASSIGNMENT - 2024 1. The equation of a carve is Y = 3X2 – 4X + 1 a. Find the gradient function of the curve and its value when X=2. The equation of the tangent at point (2,5) c. The angle which the tangent to the curve at point (2,5) makes with horizontal. The equation of the line through the point (2,5) which is perpendicular to the tangent in b. A particle move in a straight line such that its displacement S meters from a given point is S=t3 – 5t2 + 3t + 4 where t is the time in seconds. Find Download this and other FREE materials from https://teacher. The velocity of the particle at t = 5 b. The velocity of the particle at t = 5 c. The value of t when the particle is momentarily at rest. D Acceleration of the particle when t = 2. For a sample of 100 bulbs, the time taken for each bulb to burn was recorded.
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Summarization
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Regular Review
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FORM 4 MATHEMATICS APRIL HOLIDAY ASSIGNMENT - 2024 1. The equation of a carve is Y = 3X2 – 4X + 1 a. Find the gradient function of the curve and its value when X=2. b. The equation of the tangent at point (2,5) c. The angle which the tangent to the curve at point (2,5) makes with horizontal. d. The equation of the line through the point (2,5) which is perpendicular to the tangent in b.(i) 2. A particle move in a straight line such that its displacement S meters from a given point is S=t3 – 5t2 +...
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