Mathematics 7 Reviewer - 1st Term Assessment Test

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Vocabulary flashcards covering geometry definitions, polygon angle formulas, percentage calculations, discounts, commission, sales tax, and basic financial planning concepts.

Last updated 3:40 AM on 9/20/26
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29 Terms

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Polygon

A closed figure made of straight lines.

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Quadrilateral

A polygon that has four sides.

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Complementary Angles

Two angles whose sum is 9090^\circ.

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Supplementary Angles

Two angles that sum up to 180180^\circ.

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Adjacent Angles

Two angles that have a common side and common vertex.

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Equilateral Polygon

A polygon that has three equal sides.

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Hexagon

A polygon that has six sides.

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Exterior Angle

An angle located outside the polygon.

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Interior Angle

An angle located inside the polygon.

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Naming an Angle (ARM – VERTEX – ARM)

A method of naming an angle using a point on one arm, the vertex, and a point on the second arm (e.g., \angle ABC or \angle LMN).

<p>A method of naming an angle using a point on one arm, the vertex, and a point on the second arm (e.g., \angle ABC or \angle LMN).</p>
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Sum of Interior Angles Formula

The formula S=(n2)×180S = (n - 2) \times 180^\circ, used to calculate the sum of all the measures of the interior angles of a polygon with nn sides.

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Number of Sides Formula

The formula n=S180+2n = \frac{S}{180} + 2, used to find the number of sides nn of a polygon given the sum of the interior angle measures SS.

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Percentage Increase

An increase in the original amount expressed as a percent, calculated using Percentage Increase=IncreaseOriginal Value×100%\text{Percentage Increase} = \frac{\text{Increase}}{\text{Original Value}} \times 100\%, where Increase=New ValueOriginal Value\text{Increase} = \text{New Value} - \text{Original Value}.

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Percentage Decrease

A decrease in the original amount expressed as a percent, calculated using Percentage Decrease=DecreaseOriginal Value×100%\text{Percentage Decrease} = \frac{\text{Decrease}}{\text{Original Value}} \times 100\%, where Decrease=Original ValueNew Value\text{Decrease} = \text{Original Value} - \text{New Value}.

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Percentage (PP)

The part or amount that is being found, answering the question: 'How much is the part?'. Formula: P=B×RP = B \times R.

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Rate (RR)

The percent (%) that tells how much of the base is being considered, answering: 'What percent?'. Formula: R=PB×100R = \frac{P}{B} \times 100.

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Base (BB)

The whole or original amount on which the percentage is based, answering the question: 'What amount?'. Formula: B=PRB = \frac{P}{R}.

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Discount

The amount deducted from the original price of an item, calculated as Discount=Original Price×Discount Rate\text{Discount} = \text{Original Price} \times \text{Discount Rate}.

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Sales

A promotional event where products are sold at reduced prices, where Sale Price=Original PriceDiscount\text{Sale Price} = \text{Original Price} - \text{Discount}.

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Commission

An amount of money earned by a salesperson based on the value of goods or services sold, calculated as Commission=Sales×Commission Rate\text{Commission} = \text{Sales} \times \text{Commission Rate}.

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Sale Tax

A tax imposed on the sale of goods and services in the form of Value Added Tax (VAT), which is an additional amount paid by the buyer based on the selling price.

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Income

The money that a person receives or earns.

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Expenses

The money spent on goods and services.

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Savings

The money that is set aside for future use.

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Needs

Things that are necessary for living and functioning, such as food, water, shelter, basic clothing, and transportation.

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Wants

Things that are desirable but not necessary, such as expensive gadgets, designer clothes, entertainment, online shopping, and luxury items.

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Budget

A plan for how money will be earned, spent, and saved.

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Debt

An obligation to pay or give something—usually money—to another person, business, or institution.

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Financial Goal

Something a person plans to achieve using money, such as saving to buy a laptop, building an emergency fund, or saving for college.