MATH Flashcards

(43 cards)

1
Q

order of operations

A

6+3(3+4)-4(4)

11

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2
Q

order of operations

A

(3+6)x(8-5)

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3
Q

order of operations

A

9x(3+3)

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4
Q

order of operations

A

7+6x(12-7)

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5
Q

order of operations

A

(7^2+11) / 5

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6
Q

order of operations

A

5x(2x17)+3x(1x1)

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7
Q

order of operations

A

10+6-3+(5x6)

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8
Q

order of operations

A

5+6+(3x4)

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9
Q

order of operations

A

100+24/(4+4)x2

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10
Q

order of operations

A

2+2+4x(3+46+4-14)

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11
Q

addition

A

741+32

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12
Q

addition

A

6368+2951

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13
Q

addition

A

778473+217818

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14
Q

the sum of two positive numbers is a ________ number

A

positive
example : 3+4=7

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15
Q

the sum of two negative numbers is a ________ number

A

negative
example : -3+(-4)=-7

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16
Q

the sum of one positive number and one negative number can be ______ _ ________ __ _ _______ number

A

either a positive or negative
example : -3+4=1 or 4 -4+3=1

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17
Q

subtraction

A

-3-(-11)

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18
Q

subtraction

19
Q

subtraction is _______ ___ _______ ____ ____ ___ ______

A

taking one number away from the other
example : 8-4=4

20
Q

when subtracting numbers are lined up _________

21
Q

multiplication

22
Q

multiplication

23
Q

multiplication

24
Q

multiplication

25
the product of two positive numbers is a ________ number
positive example : 3x8=24
26
the product of two negative numbers is a ________ number
positive example : (-3)x(-8)=24
27
the product of a positive and a negative number is a ________ number
negative example : 8x(-3)=-24
28
when multiplying numbers are lined up __________
vertically
29
division
80/5840
30
division
6/463
31
division
15/165
32
division
7/35
33
the quotient of two positive numbers is a ________ number
positive example : 9/3=3
34
the quotient of two negative numbers is a ________ number
positive example : (-9)/(-3)=-3
35
____ ________ is used to divide larger numbers
long division
36
the quotient of a positive number and a negative number is a ________ number
negative (-9)/3=-3
37
FINDING THE LCD the LCD is the _________ number between two denominators that will divide evenly, this number is used for _______ and _________ fractions
smallest, adding, subtracting
38
what is the LCD of 1/5 and 3/4?
LCD is 20
39
what is the LCD 1/6 and 2/3?
LCD is 6
40
what is the LCD of 2/9 and 3/4?
LCD is 36
41
if the fractions have the same denominator add the numerators and the ___________ stays the same
denominator example : 1/9+5/9=6/9 since both the numerator and the denominator are both divisible by 3 (reduced form is 2/3)
42
ADDING FRACTIONS if the fractions have the same denominator add the _________ and the _________ stays the same
numerators, denominators example : 1/9+5/9=6/9 since both the numerator and the denominator are both divisible by 3 (reduced form 2/3)
43
if fractions have a different denominator you have to find the ___
LCD example : 2/3+3/4 (the LCD is 12 so rewrite the fraction with a denominator of 12…2/3x4/4=8/12 and 3/4x3/3=9/12 then add the equivalent fractions 8/12+9/12=17/12 and this gets reduced to a mixed number 1 5/12)