Probabilidad
Exponencial
Logarithmic
Financial
Wild card
100

What do you call the set of all possible outcomes of an experiment?

Sample Space

100

Decide if the following function represents exponential growth or decay:

y = 5(0.3)x

Exponential Decay

100

What is the base of this logarithm

ln 8

the base is e

100

When the compound period is semiannually,  n=?

n = 2

100

Find the roots of 

y = x2-2x

x=0   and   x=2



200

Find the probability of throwing a prime number on a 20 sided die

2/5 = 0.4

200

Determine the initial value of the function

v = 4.3 (2.01)t

4.3

200

Find an equivalent logarithmic expression for

b8 = 32

8 = logb 32

200

Find the amount that results from investing $100 at 4% compounded quarterly after a period of 2 years

FV= 108.29

200

Find the intersection point of the lines

y= x+1

and

y= -x+3

(1,2)

300

How many two letter codes can be formed using the letters A, B, C, D?  Repeated letters are allowed

42 = 16

300

Solve:

57x = 53x-2

x= -1/2


300

solve:

2ln (-x) = ln 9


x = -3

300

Find the value needed to get $300 after 4 years at 3% compounded daily

PV = $266.077

300

According to complex numbers,  What is the value of 

8?

= 1

400

In how many ways can 4 people be lined up?

4 P 4 = 24

400

Solve:

32x = (1/9)x+1

x= -1/2

400

solve:

log3(4x+3) = 3

x = 6

400

What rate of interest compounded annually is required to double an investment in 3 years

I = 25.992%

400

Given the complex numbers and B, find A+B

= 3+5i

= 2-3i

A+B = 5+2i

500

In how many ways can a committee of 4 students be formed from a pool of 7 students?

7 C 4 = 35

500

solve

3 = 8(5x)-4

x = -0.08287

500

solve:

log (x+2) + log (x+1) = log (4x+8)

x = 3

500

How long does it take for an investment to triple in value if it is invested at 6% compounded monthly

T = 18.35594 

500

Find other polar coordinates (r,𝜃) of the point (1 , 90°)

for which  r > 0 and  -360° < 𝜃 < 0°

(1 , -270°)