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Mathematics in Aviation Maintenance Exam Bank Solution Manual Already Passed $7.99   Add to cart
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Mathematics in Aviation Maintenance Exam Bank Solution Manual Already Passed

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Mathematics in Aviation Maintenance Exam Bank Solution Manual Already Passed Whole Numbers - Answers Numbers including 0, 1, 2, 3, etc. Addition of Whole Numbers - Answers Combining two numbers to get a sum. Place Value - Answers Value of a digit based on its position. Fractions - Answers Numb...

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  • October 19, 2024
  • 6
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers

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  • mathematics in aviation maintenance exam bank sol

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  • Mathematics in Aviation Maintenance
  • Mathematics in Aviation Maintenance

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Mathematics in Aviation Maintenance Exam Bank Solution Manual Already Passed

Whole Numbers - Answers Numbers including 0, 1, 2, 3, etc.

Addition of Whole Numbers - Answers Combining two numbers to get a sum.

Place Value - Answers Value of a digit based on its position.

Fractions - Answers Numbers expressed as N/D, where N is numerator.

Numerator - Answers Top number in a fraction, indicating parts.

Denominator - Answers Bottom number in a fraction, indicating total parts.

Improper Fraction - Answers Fraction where numerator ≥ denominator.

Least Common Denominator (LCD) - Answers Smallest common multiple of denominators.

Common Denominators - Answers Same denominator for adding fractions.

Multiplication of Fractions - Answers Multiply numerators and denominators directly.

Cancellation - Answers Removing common factors before multiplying fractions.

Division of Fractions - Answers Involves converting mixed numbers to improper fractions.

Reducing Fractions - Answers Simplifying fractions to lowest terms.

Lowest Terms - Answers Numerator and denominator share no common factors.

Addition of Mixed Numbers - Answers Combine whole numbers and fractions separately.

Total Thickness Calculation - Answers Sum of thicknesses requires common denominator.

Example of Improper Fraction - Answers 4/4 or 15/8, where numerator ≥ denominator.

Finding LCD Example - Answers Multiples of 5 and 10 to find 10.

Distance Calculation Example - Answers Center of hole calculated using improper fractions.

Common Factors - Answers Numbers that divide both numerator and denominator.

Adding Fractions Example - Answers 1/7 + 3/7 requires common denominator.

Cargo Area Length Example - Answers Total length calculated from mixed numbers.

Multiplication of Decimal Numbers - Answers Multiply ignoring decimal points; adjust later.

Decimal Point Placement - Answers Count total decimal places; place accordingly.

, Example Calculation - Answers 0.2 × 6.03 results in 1.206.

Division of Decimal Numbers - Answers Convert divisor to whole number before dividing.

Dividend Adjustment - Answers Move dividend's decimal same as divisor's.

Decimal in Quotient - Answers Place directly above the dividend's decimal.

Converting Fractions to Decimals - Answers Use a decimal equivalent chart for conversions.

Ratio Definition - Answers Comparison of two quantities expressed in various forms.

Gear Ratio - Answers Teeth count comparison between two gears.

Compression Ratio - Answers Volume ratio of cylinder at piston positions.

Aspect Ratio - Answers Length to width ratio of an airfoil.

Air-Fuel Ratio - Answers Weight comparison of air to fuel in engines.

Speed Ratio - Answers Rotational speed comparison of two gears.

Finding Speed of Gear - Answers Speed = (Teeth of spur × rpm) ÷ Teeth of pinion.

Equivalent Ratio - Answers Convert ratio to have a denominator of 1.

Solving Proportions - Answers Multiply diagonally, divide by third number.

Example Proportion Calculation - Answers 65/80 = X/100; X = 81.25.

Expressing Fraction as Percentage - Answers Convert fraction to decimal, then to percentage.

Finding Percentage of a Number - Answers Use algebra or proportions for calculations.

Defective Lights Calculation - Answers 15% of 80 lights equals 12 defective lights.

Subtraction of Positive and Negative Numbers - Answers Change signs and add for subtraction.

Example Temperature Calculation - Answers Denver's -6° plus 20° equals 14°.

Subtract 20 from −6 - Answers −6 - 20 = −6 + −20 = −26

Temperature at 15,000 feet - Answers The temperature is −26° below zero at 15,000 feet above the city.

Multiplication of Positive and Negative Numbers - Answers The product of two positive numbers is
always positive.

Multiplication of Negative Numbers - Answers The product of two negative numbers is always positive.

Example of Positive Multiplication - Answers 3 × 6 = 18

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