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Geometrical Transformations IContent1.1 Stretching1.2 Shearing1.3 Combining of Transformations1.4 Summary1.1 StretchingAbove figure shows a rectangle OABC. Stretch this rectangle OABC parallel to
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How to fill out algebraic expressions and formulae

01
Identify the variables in the expression or formula.
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Replace the variables with known values if provided.
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Simplify the expression by following order of operations (PEMDAS).
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Combine like terms and simplify further if possible.

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Algebraic expressions are combinations of numbers, variables, and operations representing a value, while formulae are equations that relate variables and constants in a structured way.
Individuals or organizations engaged in activities that require the mathematical representation of data or relationships, such as businesses and students, may be required to file algebraic expressions and formulae.
Filling out algebraic expressions and formulae involves writing the expressions clearly, substituting known values, and following mathematical conventions for operations and grouping symbols.
The purpose of algebraic expressions and formulae is to model real-world situations, solve problems, and express relationships between quantities systematically.
Information that must be reported includes the variables involved, constants, operations performed, and the final value or equation derived.
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