Alex
Functions
Just Solve
Sets, Radicals and Logic
Miscellaneous
100

The long time host of Jeopardy's last name spelled correctly

Trebek

100

Given f(x)= 3x2+5

Find f(2)

17

100

Solve for x: -3x-11<25

x>12

100

Given sets A and B:

A={d,h.t,s,y}

B={a,h,t,y)

AUB=?

AUB= {a,d,h,t,s,y}

100

Continue this pattern: 144,121,100,81,64,?

49

200

Alex was from this country

Canada

200

If the point (3,-6) is a point on the graph of f, then

f(__)=___.

f(3)=-6

200

Solve 

9+5x>30-2x

 

x>3

200

Is the statement valid or invalid?

If you have enough reward points, then you get a free flight.

You do not get a free flight.

Therefore, you do not have enough reward points.

Valid

200

Where did I go on Spring Break this year?

Sanibel, Florida

300

Alex was bilingual, he spoke these two languages

English and French

300

Given the two relations A and B, which relation is not a function?

A= (2,3),(3,3),(-2,4),(5,7),(4,4)

B= (-1,-3),(-2,-5),(1,1), (-1,-4),(-4,-5)

B

300

Solve for x: ((3+5)/4)+3=10x

x=1/2

300

Given sets A and B:

A={3,5,8,2)

B={1,3 6,8,9}

A intersect B =

{3,8} 

300

If letters were numbers a=1, z=26 The sum of former rock star name Prince would be? 

65

400

Alex's final episode of Jeopardy aired on this date

Christmas Day 2020

400

Given f(x) and g(x), find g(3) x f(4)

f(x)=3x^2

g(x)=x^3sqrt256

20,736

400

Solve for x: 

-12+x^2-4=20

x=-6,6

400

root3(27)=?

3

400

DAILY DOUBLE

The next number in this sequence

0,1,3,8,15,24,..

hint: [(x^2)-1], x=1


500

This man is the highest earner game show contestant of all time and had the longest streak of winning on Jeopardy

Ken Jennings

500

DAILY DOUBLE




State the domain of the function

f(x)=(x^2+3x-4)/(x+4)

500

Solve for n:

sqrt(4n-3)=5


n=7

500

Write in simplest form

(12sqrt27)/sqrt3

36

500

Using only addition, how do you add eight 8's and get the number 1000?

888+88+8+8+8=1000