The first and last terms of the proportion (the 3 and 8 in this example) are called the extremes. The second and third terms (the 4 and 6 in this example) are called the means. In any proportion, the product of the extremes is equal to the product of the means.
Formula: In the proportion 2:3 = 4:6, the product of the extremes, ; 2 × 6, is 12; the product of the means, 3 × 4, is also 12. An
inspection of any proportion shows this to be true.
Solving Proportions
Normally when solving a proportion, three quantities are known, and the fourth is unknown. To solve for the unknown, multiply the two numbers along the diagonal and then divide by the third number.
Example: Solve for X in the proportion given below.
Therefore, to fly 750 miles, 60 gallons of gasoline is required.
Percentage
Percentage means “parts out of one hundred.” The
Formula: percentage sign is “%.” Ninety percent is expressed as 90% ; (= 90 parts out of 100). The decimal 0.90 equals 90/100, or 90 ; out of 100, or 90%.
Expressing a Decimal Number as a Percentage
To express a decimal number in percent, move the decimal point two places to the right (adding zeroes if necessary) and then affix the percent symbol.
Example: Express the following decimal numbers as a percent:
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