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Math Riddles and Equations

Total questions: 22

Worksheet time: 36mins

Name
Class
Date
1.

You walk into a candy store and you want candy and tried to purchase candy but candies at the lowest price cost $2.50 but you see a gumball machine and you have $1.25 and each person can put 5 coins in the gumball machine per day and per person and you have a 20% chance to get candies and candies will be listed below: Green Candy 70% chance, Blue Candy 25%, Red Candy, 30%, Kiwi Strawberry 55%, Golden Candy 5%, Ultra Deluxe V.I.P Premium Grand Quality Chocolate by world famous dessert artists 0.01% and nothing 75%. What are the chances/odds that you recieve 5 candies?

a)

50%

b)

100%

c)

25%

d)

75%

e)

55%

2.

There are 1000 Buffalos and you are the 500th Buffalo and 1/2 of Buffalos ran away and 1/4 of them are male and 3/4 of them are female and 1/7 of them meet the expectation of being able to be tamed and can be used as cattle and 1/5 of them are calfs and 1/2.5 of the calf are boys and the other 1/2.5 of the calfs are girls and some Buffalo tend to live up to a certain age of about 59 and older ones tend to live up to 69 years old in the wild but in captivity they tend to live a shorter life span due to uncooperative environment or ecosystem and 200 Buffalos tend to die during the night when wolfs and bears tend to attack them unalarmed. How many Buffalos were there?

a)

500

b)

690

c)

750

d)

657

e)

1000

3.

There are 1000 Buffalos and you are the 500th Buffalo and 1/2 of Buffalos ran away and 1/4 of them are male and 3/4 of them are female and 1/7 of them meet the expectation of being able to be tamed and can be used as cattle and 1/5 of them are calfs and 1/2.5 of the calf are boys and the other 1/2.5 of the calfs are girls and some Buffalo live up to a certain age of about 59 and older ones tend to live up to 69 years old in the wild but in captivity they tend to live a shorter life span due to uncooperative environment or ecosystem. What gender are you if you are the 500th Buffalo?

a)

Male

b)

Your gender right now.

c)

Not enough information to decide and we need more data and more variables to the problem to find the leading factor in some information to get an estiment.

d)

Female

e)

The opposite gender of you right now.

4.

You walk into a restaurant. In the room, there are 10 People, Who are 21 years old, 3 people who are 26 years old, 7 People who are 29 years old. 17 are men and 13 are women and you are 21 years old. How many people are in the restaurant?

(a)  

5.

How months have 28 days?

(a)  

6.

What can be described as nothing but can be something?

(a)  

7.

You have 5, I have 5, Your mother has 4, Your father has 4, Your friends have 3, I have 3, Your teacher has 2, I have 2, I have 1, you have none. What am I?

a)

Life-Span

b)

Ephemeral

c)

Deciding Factors

d)

Sides

e)

Sephanefurine

8.

What starts with t, ends with t and has t?

a)

Teapot

b)

Tophat

c)

Tort (A wrongful path)

d)

Tart

9.

What can be found in a week, a year, but not in a month?

a)

The letter e.

b)

Double vowels.

c)

Letters at the back of the alphabet.

d)

The odd numbered amounts of days in those calculations.

10.

Vote the answer that people would choose that starts with t and ends with t.

a)

Teapot

b)

Tophat

c)

Tart

d)

Tent

e)

Thought

11.

Which sets of values makes the equation true for when U=((zxx+1)×(U(x)1)×w)vU=\left(\left(\frac{z-x}{x}+1\right)\times\left(U\left(x\right)-1\right)\times w\right)^v and when z=x×yz=x\times y and when y=x+1y=x+1 and when x=y1x=y-1 ?

a)

U=24

v=1

w=2

x=3

y=4

z=12

b)

U=90

v=1

w=3

x=5

y=6

z=30

c)

U=190

v=8

w=5

x=2

y=3

z=6

d)

U=506

v=1

w=43

x=3

y=4

z=12

e)

U=144

v=2

w=1

x=3

y=4

z=12

12.

What function is this? ((zxx)+1)=?\left(\left(\frac{z-x}{x}\right)+1\right)=?

a)

v

b)

w

c)

x

d)

y

e)

z

13.

z=(((zxx)+1)×(U(x)1))z=\left(\left(\left(\frac{z-x}{x}\right)+1\right)\times\left(U\left(x\right)-1\right)\right) has an outcome that is True? or False?

a)

True

b)

False

14.

z=(((zxx)+1)×(U(x)1))z=\left(\left(\left(\frac{z-x}{x}\right)+1\right)\times\left(U\left(x\right)-1\right)\right) has an outcome that is True? or False?

a)

True

b)

False

15.

Draw 2 sets of Equations for a perpendicular line.

16.

Draw 2 sets of Equations for a parallel line.

17.

y(x)=0+2 of xy\left(x\right)=0+2\ of\ \overline{x}

a)

True

b)

False

18.

y(x)=0+2 of xy\left(x\right)=0+2\ of\ \overline{x}

a)

False

b)

True

19.

y(x)=0+1 of xy\left(x\right)=0+1\ of\ \overline{x}

a)

True

b)

False

20.

Which of the options are the opposite of exponents?

a)

Logarithm

b)

Preponent

c)

Premoter

d)

Square Root/Cube Root

e)

Subscript

21.

Are there formulas for dimensional expansion?

a)

Yes

b)

No

22.

What equation states that there are infinite dimensions but their dimensional value equals to one? If there is anyways?

a)

b)

c)

d)

e)

None of the Above (There isn't one created)