Topics 36-46 Flashcards

1
Q

Pressure =

A

Force/Area

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2
Q

Density =

A

Mass/volume

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3
Q

Arc length

A

Angle/360 x PIEd

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4
Q

Area of sector

A

Angle/360 x PIEr^2

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5
Q

X to the power of 0

A

1

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6
Q

2 to the power of -3
3 to the power of -3

A

1/8
1/27

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7
Q

X to the power of 1/2
X to the power of 1/4

A

Square root of x
Fourth root of x

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8
Q

X to the power of m/n

A

N root X to the power of m

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9
Q

Sine rule

A

sinA/a = sinB/b = sinC/c
OR
a/sinA = b/sinB = c/sinC

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10
Q

What sides and angles in a triangle do you need to use the Sine Rule

A

Must have a complete pair and another either angle or side

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11
Q

Cosine Rule

A

a2 = b2 + c*2 -2bc cosA

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12
Q

When would you use the Cosine rule

A

To find an unknown angle when all three sides are given

An unknown side when two sides and the included angles are given

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13
Q

if the value of a (x^2) in quadratics is positive, what shape will the graph be

A

U

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14
Q

if the value of a (x^2) in quadratics is negative, what shape will the graph be

A

n

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15
Q

Rita says: I can tell form the denominators that 17/40 will convert into a terminating decimal but 17/70 will be recurring.

Explain how Rita can tell

A

The prime factors of 40 are 2 and 5 which both divide into 10 so 17/40 will terminate. 70 has a prime factor that will not divide into 10 so it will be recurring

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16
Q

what is a secant line

A

intersects the circle at two places
- causes a chord inside the circle

17
Q

what is a tangent line

A

intersects in one place

18
Q

What circle theorem would you use when given a circle with two intersecting chords

A

AP x PB = CP X PD

when P is the place where they intersect and A B C and D are where the lines meet the circumference

19
Q

What circle theorem would you use when given a circle with two secant lines that meet at a point outside the circle

A

whole (outside = whole (outside)

20
Q

How to find the line you need to solve equations graphically

A

Find how to get the second given equation to match the graph