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Math Review

Total questions: 10

Worksheet time: 5mins

Name
Class
Date
1.

What states that every even number greater than 2 can be shown as the sum of two prime numbers

a)

Reimann Hypothesis

b)

Probabilistic Number Theory

c)

Goldbach Conjecture

d)

Prime Number Theory

2.

How do you integrate a differential equation of order 1?

a)

Substitution Method

b)

Integration by Parts

c)

Variable Separable method

d)

Special Integration

3.

Which consists of the point (1,0)

a)

Mandelbrot Set

b)

Snowflake fractal

c)

Julia sets

d)

Integral of tanxsecx

4.

If the velocity of an object increases from 100 m/s to 2.6 x 10^8 m/s, the mass of the object is

a)

doubled

b)

tripled

c)

quadrupled

d)

quintuple

5.

Which symbol is important in number theory

a)

dx/dy

b)

$

c)

&

d)

mod

6.

From a pack of cards, what is the probability of picking two cards with the same value (ace, 2, 3, 4, etc.)

a)

4/51

b)

3/51

c)

12/2652

d)

5/51

7.

Which of the following are included in the Mandelbrot set

a)

Integers

b)

Fractions

c)

Real numbers

d)

Complex numbers

8.

What uses the shapley value

a)

Reimann hypothesis

b)

Game theory for individual

c)

Chinese remainder theorem

d)

Game theory for coalition

9.

Evaluate the integral of [ 1 / (x^2 + 4) ]

(a)  

10.

Which equation is used in Fermat's conjecture

(a)