#1.1 : Fractions, Decimals, & Percentages Flashcards

1
Q

What is the other term for ‘Mixed Fraction’?

A

Mixed Numbers

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2
Q

How to identify if the fractions are similar or dissimilar?

A

By the denominator.

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3
Q

Why can’t proper fractions be converted into mixed fractions?

A

Because proper fractions are already in their simplest form.

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4
Q

Mixed Numbers to Improper Fraction

A

Multiply the denominator to the whole number before adding to the numerator.

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5
Q

Improper Fractions to Mixed Numbers

A

Divide the numerator to the denominator and use the remainder as fraction.

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6
Q

It is the amount of number that has the largest factor that is divisible to all numbers.

A

Greatest Common Factor (GCF)

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7
Q

Why are fractions should be simplified?

A

Because it helps to present clearer and understandable data/s.

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8
Q

What are the 3 kinds of decimals?

A

Terminating, Non-terminating but Repeating, and Non-terminating & Non-repeating

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9
Q

Fractions to Decimal

A

Divide the numerator to the denominator.

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10
Q

Decimal to Fractions

A

Use 1 as the denominator, and multiply both decimal and 1 by 10 for every number after the point. Then, get the lowest term.

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11
Q

Non-terminating but repeating decimal to Fractions

A

Use the repeating number to multiply both numerator and denominator, then simplify.

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12
Q

Percent to Decimal

A

Remove the percent symbol, and move two places to the left.

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13
Q

Decimal to Percent

A

Move two places to the right and add percent symbol.

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14
Q

Percent to Fraction

A

Remove percent symbol and use 100 as the denominator. Then, simplify to the lowest term.

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15
Q

Fraction to Percent

A

Convert to decimal first then move two places to the right. Affix with percent symbol.

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16
Q

Base (B) formula

A

P/r

17
Q

Part (P) formula

A

B x r

18
Q

Rate (r) formula

A

P/B

19
Q

What rate should be used when determining the full price of a 45% discount?

A

55%