Force is responsible for the motion of an object. The kind of force decides the kind of motion of an object. All kinds of motions follow Newton's 3 laws of motion. These laws can be used to justify various motion patterns and predict the future motion of moving bodies. A few terms associated with these laws are momentum, inertia and action-reaction forces. Using these concepts the force on a moving object can be calculated and expressed in appropriate units. This unit deals with all of the above mentioned concepts.

Newton's laws of motion

Physics

Laila Thomas

To learn the way in which forces cause various states of motion such as uniform, non-uniform motion, rest in a body.

To calculate forces using the formula, F = ma, and momentum using p = mv.

To identify various action-reaction pairs.

To understand and solve numerical problems using the formulas and derive conclusions out of it.

Indepth, Illustrated demonstration on conjunctions and clear specifications on identifying the literary elements.

Conjunctions/interjections

English

Expressing modulation with writing using rules of punctuations and comprehending the reading on authors purpose and tone, and organizing writing.

Punctuations

Understand that a function has exactly one output for each input. The graph of the function is the set of ordered pairs consisting of an input and corresponding output. Compare properties of two functions represented in different way. Construct a function to model a linear relationship between two quantities. Describe the functional relationship between two quantities by analyzing a graph. Sketch the graph that exhibits qualitative features of a function.

Functions

Maths

Construct and interpret scatter plots for bivariate measurement data. A linear association that fits a straight line, and assess the model fit by judging the closeness of the data points to the line. Use the equation of a linear model to solve problem in the context of bivariate measurement data. Construct and interpret a two-way table summarizing data on two categorical variables. Use relative frequencies to describe possible association between the two variable.

Statistics

Solve different linear equation that has only one side variable, combining like terms, both side variable. Solve linear equations in one variable with one solution, infinitely many solution, and no solution. Compare two different proportional relationship represented in different ways. Derive the equation y=mx for a line passing through origin and the equation y=mx+b for a line intercepting the vertical axis at b.

Analyze and Solve Linear Equations

The module deals with the tabular arrangement of elements and learns the properties of those elements that are been arranged in periods and groups.   It explains the classification of elements in metals, non-metals, and metalloids.  It describes the number of valency and valence electrons in an element.

Periodic table

Chemistry

The module structure comprises the Narrative techiniques of writing , Rules of using the apostrophe in phrases, sentences and analyze the meanings of words using nuances.

Apostrophe/plurals/possessive

The context of this course includes nouns and Types of nouns usage in real life scenarios involving the plural nouns with reading aspects on audience purpose and tone.

Nouns

This module covers the basic terms associated with the motion of an object such as displacement, distance, speed, velocity, acceleration and time with their mathematical representations, plotting the velocity-time graphs and position-time graph, calculating velocity from the position-time graphs and acceleration and displacement from the velocity-time graphs. It also explains the 3 equations of motion which connect all the attributes of moiton of a body. These equations of motion can be used to solve numerical problems and derive conclusions.

Graphs of motion

A self explanatory modelled lesson plans which helps the students achieve the goal of identifying the literary devices in literature, to apply the language conventions of verbs and their forms in real life scenarios.

Verbs and types of verbs

Find the percent of a quantity as rate per 100. Write percents in the form of fractions or decimals. Solve problems involving finding the whole, given a part and the percent.

Percentages (Fundamentals)

Understand the concept of ratio and use ratio language to describe a relationship between two quantities. Make tables of equivalent ratios relating quantities with measurement. Understand the concept of unit rate associated with a ratio a:b with b not equal to 0. Solve unit rate problems involving unit pricing and constant speed. Use ratio reasoning to convert measurement units when multiplying or dividing quantities.

Ratios, Proprortions, and Units (Fundamentals)

Every rational number can be converted as decimal expansion. Use rational approximation of irrational number. Use square root and cube root to represent solution to the equations. Evaluate square root and cube root for perfect squares and perfects cubes respectively.

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Newton's laws of motion

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