Mastering Fractions, Decimals, and Ratios

Extrait de la fiche de révision

Course Outline

  1. Fractions in Decimals
  2. Converting Fractions
  3. Fraction of a Quantity
  4. Percentages Calculation
  5. Percentage Increase/Decrease
  6. Interest and GST
  7. Ratio Simplification
  8. Ratio Conversion and Splitting
  9. Rate Calculations
  10. Standard Form Numbers

1. Fractions in Decimals

Key Concepts & Definitions

  • Converting decimal amounts spent into fractions using calculator (SD button):
    This process involves entering the decimal amount as the numerator and the total amount as the denominator, then pressing the SD (simplify) button on the calculator to automatically reduce the fraction to its simplest form. For example, to convert 24.80spentoutof24.80 spent out of 40, input 24.80/40, then press SD to get 31/50.

  • Subtracting fractions from a whole to find remaining fraction:
    To determine the part of a whole that remains after subtracting fractions, convert the fractions to a common denominator or decimal form, then subtract from 1 (the whole). For example, if you have 1/8 and 2/5, convert and subtract to find the remaining fraction.

  • Finding the fraction of a quantity by dividing by the denominator and multiplying by the numerator:
    To find a specific fraction of a quantity, divide the total by the denominator, then multiply the result by the numerator. For example, to find 3/7 of 560kg, divide 560 by 7, then multiply by 3, resulting in 240kg.

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Aperçu du QCM

1. What does converting a fraction into a decimal mean?

2. Which calculator function is used to simplify fractions derived from decimal amounts?

3. What is the role of dividing the total by the denominator and then multiplying by the numerator when finding a fraction of a quantity?

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Aperçu des flashcards

Fractions in Decimals — conversion method?

Use calculator SD button to simplify fractions from decimals.

Subtracting fractions from whole — process?

Convert to common denominator or decimal, then subtract from 1.

Fraction of a quantity — formula?

(Total ÷ denominator) × numerator.

Percentages calculation — basic step?

(Total ÷ 100) × percentage.

Percentage increase — formula?

(Difference ÷ original) × 100.

Interest and GST — basic calculation?

Apply percentage formulas; multiply or divide as needed.

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Questions fréquentes

Que contient la fiche de révision sur Mastering Fractions, Decimals, and Ratios ?

La fiche de révision couvre les notions essentielles de Mastering Fractions, Decimals, and Ratios. Elle est structurée par thématiques pour faciliter l'apprentissage et la mémorisation, avec des définitions clés, des explications et des synthèses.

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Combien de questions contient le QCM sur Mastering Fractions, Decimals, and Ratios ?

Le QCM contient 10 questions à choix multiples avec corrections détaillées et explications pour chaque réponse. Idéal pour tester tes connaissances et identifier tes lacunes.

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Comment réviser Mastering Fractions, Decimals, and Ratios avec les flashcards ?

Revizly propose 20 flashcards interactives sur Mastering Fractions, Decimals, and Ratios. Chaque carte présente une question au recto et la réponse au verso, permettant une révision active et efficace basée sur la répétition espacée.

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