Arithmetic Sequences/Series

Arithmetic Sequences/Series

DIFFICULT JEOPARDY Logs 10 Logs 20 Logs 30 Logs 40 Binomial 10 Binomial

20 Binomial 30 Binomial 40 Function s Function 10 s Function 20

s 30 Function s 40 Trig 10 Trig 20 Trig 30 Trig

40 Return to Menu BINOMIAL THEOREM - CALC Expand Return to Menu

BINOMIAL THEOREM Find the coefficient of in the expansion of Return to Menu BINOMIAL THEOREM Determine the constant term in the expansion of

Return to Menu BINOMIAL THEOREM Consider the Binomial Expansion a) By substituting x=1 into both sides, evaluate b) Evaluate Return to Menu

LOGARITHMS NON CALC a) Find b) Find c) Given that can be written as px + qy, find the value of p and q. Return to

Menu LOGARITHMS NON CALC p = ln a and q =ln b. Write the following in terms of p and q. a) ln ab b) ln c) ln Return to Menu

LOGARITHMS Solve the equation: Return to Menu LOGARITHMS Solve the equation Return to

Menu FUNCTIONS NON CALC Let a) Find b) Find (fg)(4) FUNCTIONS

Find the domain and range of Return to Menu FUNCTIONS g(x) = log(x 5). a. b.

State the functions domain. Find Return to Menu FUNCTIONS Return to Menu (a) Turn the equation y = 2x- 8x + 25 into the form y =

a(x - p)+ q. (b) Using the result from part (a), write down, in the correct order, the two separate transformations that change the graph of y = x2 to the graph of y = 2x2 - 8x + 25 Return to Menu TRIGONOMETRY

If p = sin 50 and q = cos 30, evaluate the following giving your answers in terms of p or q or both. a) sin 130 b) cos 330 c) cos 50 Return to Menu TRIGONOMETRY If A is an obtuse angle in a triangle and sin

A = , calculate the exact value of sin 2A. Return to Menu TRIGONOMETRY Solve the equation 3 cos x = 5 sin x, for x in the interval 0 x 360, giving your answers

to the nearest degree. Return to Menu TRIGONOMETRY The arc shown has an arc length of 24 cm and an area of 18 cm Find the radius, r and the angle .

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