Concepts Pt 2. Flashcards

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1
Q

What’s a parallelagram

A

equal parallel sides

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2
Q

What happens to the the area of a rectangle with a constant perminiter when…

A

Area increases as L/W become more similar and is maxed when the rectangle is square

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3
Q

What;s a trapazoid

A

unequal parallel sides

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4
Q

Don’t assume your polygon is regular instead…

A

Use n-2 (180º)

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5
Q

Equalaterial Triangle

A

Evey angle is 60º

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6
Q

isosceles right triangle

A

-have 2 equal sides and therefore two equal angles
- has sides 1:1:√2
45-45-90

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7
Q

To find the area of a central angle…

A

try to dind what proportion of the cirecle that area covers, then find total circle area

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8
Q

Minor Arc

A

is the short way around the circle

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9
Q

Major Arc

A

the long way around a circle

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10
Q

An inscribed Angle

A

this is an angle that starts on one side of the circle instead of in the center of the circle.
-It is always 1/2 the central anfle

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11
Q

Pathagrean Triples

A

3, 4, 5
5, 12, 13
8, 15, 17
7, 24, 25

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12
Q

The Third Side Rule

A

any side of a triangle must be greater than the diffrence of the other two sides and less than their sum.

Ex: sides A = 10 B= 13
Side C must be between: 
13+10 = 23
13-10= 3
23 > C > 3
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13
Q

Within any triangle, the larger the angle….the ___ the side opposite that angle

A

the longer the side opposite that angle

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14
Q

How are Coordinates writen
A) x, y
B) y, x

A

A) x, y

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15
Q

Is this coordinate on this line? How could you tell?

A
Plug it in and check!
Ex: 
y = 3x + 5  (8,2)
y = 3(8) + 5
y = 24 + 5
y = 29
Therrfore no
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16
Q

Parabolas What does eveything mean?

y = (x-h) ^2 + k

A

y = (x-h) ^2 + k

  • h, k is the location of the vertex
  • be very careful of the sign in front of the h! Since H is normally subtracted, a sign flip could mean the vertex sits in the negative colum.

Example
y = (x+3)^2 +3

The vertex is -3, 3

17
Q

What’s the relationship between two perpendicular slopes

A

Two perpendicular slopes (right angle) have reciprical slopes. If one is 2 then the other is -1/2. (note the negative!)

18
Q

What is 50 as a percent of 30

A

This means What percent of 30 is 50?

50/30 x 100 = 166%

19
Q

12 is 5% of x

A

12 = 0.05x

20
Q

With different percent increases make equations

Ex: if K was increased 20%

A

= k + 02.k

21
Q

X is reduced by 30%

A

=70%x

22
Q

36 is x% more than 24

A

36 = 24 + (x%)24 –> 0.5 = x%

23
Q

When writing percents, make sure to write x/100 and not x

A

This is so you know that the final number is 300% and not 3%

24
Q

When using percent diffrence, be very careful of what your original percent is
-Ex: x is what percent more than y?

A

= (diffrence/original) x 100

= (x-y / y) x 100

25
Q

A 30-60-90 triangle has sides in a ratio of

A

A 30-60-90 triangle has sides in a ratio of x:x√3:2x, with the 1x side opposite the 30 degree angle.

26
Q

Arc length of a sector

A

= radius x degrees of central angle / 360