Externals
Systems of eqns
Mrs Lloyd Facts
Trigonometry
Random
100

What are the three rules?

Chain, Quotient and Product

100

How many equations do we need to have planes intersecting?

3

100

Who gave Mrs Lloyd her new watch?

Her daughter (for mothers day)

100

What does sin equal?

Opposite over Hypotenuse

100

What brand are Mrs Lloyds boots?

R.M Williams

200

Differentiate: f(x)=x2

2x

200

A rectangle’s length and width add up to 20 meters. The area is 96 square meters. What are its dimensions?

Length = 12 m, Width = 8 m (or vice versa)

200

What is Mrs Lloyds favourite sport?

Netball

200

TRUE OR FALSE
sin2x+cos2x = 1

TRUE

200

How many friends do you need?

ONE

300

Differentiate:

f(x)=x2+3x+Netflix

f′(x)=2x+3
(Netflix is a constant — and like all constants, it disappears when things get serious.)

300

Two numbers multiply to 24. The sum of their squares is 58. What are the numbers?

x≈6.73,y≈3.57

300

Where is Mrs Lloyd from?

Somwhere around Gore

300

What is the easiest way to solve trig equations?

By just using the triangles of course

300

What does a sine wave say when life knocks it down?

“Don’t worry, I’ll be positive again soon.”

400

Which rule would you use for a fraction?

Quotient Rule

400

x+y=4

x2+y2=10

FIND XY

xy=3

400

What was one thing Mrs Lloyd studied at university?

Botany, Zoology and Maths

400

In which quadrant is tan positive?

3rd

400

Why was 6 afraid of 7?

Because 7,8,9

500

Differentiate the following function using the product rule:

f(x)=(x2+1)(ln⁡x)

2xlnx+x+x/1

500

The sum of two numbers is 15. When one number is squared and added to twice the other number, the result is 54. Find the two numbers.

The two numbers are either (6,9)(6, 9)(6,9) or (−4,19)(-4, 19)(−4,19).

500
Who are Mrs Lloyd's favourite students?

Harriet and Elizabeth

500

2cos2(x)−1=0

=±1/(square root of two) ⇒x=45∘,135∘,225∘,315∘

500

What came first - Dishwashers or Mrs Lloyd 

Dishwashers! Invented 90 years ago :)