Intro Math (Fractions) Flashcards

1
Q

1/4 + 2/4 = ?

A

3/4 (add the numerators together, denominator stays the same)

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2
Q

5/3 - 3/3 = ?

A

2/3 (subtract the numerators, denominator stays the same)

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3
Q

(2x + 3)/5 + (2x + 1)/5 = ?

A

(4x + 4)/5 (add the numerators together, denominator stays the same)

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4
Q

(5x + 4)/2 - (3x - 3)/2 = ?

A

(2x + 7)/2 (subtract the numerators, denominator stays the same)

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5
Q

3/10 - 2/10 = ?

A

1/10 (subtract the numerators, denominator stays the same)

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6
Q

15/16 - 12/16 = ?

A

3/16 (subtract the numerators, denominator stays the same)

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7
Q

(2/9) . (3/7) = ?

A

6/63 (top times top, bottom times bottom) which simplifies to 2/21

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8
Q

((3x)/4) . ((2x)/3) = ?

A

(6x^2)/12 (top times top, bottom times bottom) which simplifies to (1x^2)/2

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9
Q

((5x)/3) . (2/4) = ?

A

(10x)/12 (top times top, bottom times bottom) which simplifies to (5x)/6

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10
Q

(1/2) . (5/7) = ?

A

5/14 (top times top, bottom times bottom)

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11
Q

(2/9) ÷ (3/7) = ?

A

(2/9) ÷ (3/7) = (2/9) . (7/3) (flip the second fraction and multiply) = 14/27 (top times top, bottom times bottom)

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12
Q

((3x)/4) ÷ (3)/(2x)) = ?

A

((3x)/4) ÷ (3)/(2x)) = ((3x)/4) . ((2x)/3) (flip the second fraction and multiply) = (6x^2)/12 (top times top, bottom times bottom) which simplifies to (1x^2)/2

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13
Q

((5x)/3) ÷ (2/4) = ?

A

((5x)/3) ÷ (2/4) = ((5x)/3) . (4/2) (flip the second fraction and multiply) = (20x)/6 (top times top, bottom times bottom) which simplifies to (10x)/3

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14
Q

(1/2) ÷ (5/7) = ?

A

(1/2) ÷ (5/7) = (1/2) . (7/5) (flip the second fraction and multiply) = (7/10) (top times top, bottom times bottom)

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