Free Printable Modulus and Functions (Part1)

1.

Draw the graph of $f\left(x\right)=\ \sqrt[]{x}+2$

2.

Domain and Range respectively refere to .... and .... values.

a)

y & y

b)

y & x

c)

x & y

d)

x & x

3.

Modulus means:

a)

Absolute Value

b)

Positive Value

c)

Indefinite Value

d)

Final Value

4.

Solve for x: $\left|2x-6\right|-x=3$

a)

x=1 or x= 9

b)

x=1

c)

x=9 or x=-1

d)

x=9

5.

Solve the inequality: $\left|2x-1\le5\right|$

a)

$2\le x\le3$

b)

$-2\le x\le3$

c)

$-2\ge x\le-3$

d)

The inequality has no solution

6.

$\left|x+3\right|>1\ means:$

a)

$x+3>1\ \&\ x+3>-1$

b)

$x+3\ >1\ \&\ x+3\ <-1$

c)

$x+3\ge\pm1$

d)

None of the answers are correct

7.

Solve $\left|x^2-8x\ +6\right|\ <\ 6$

a)

0 < x < 2 or 6 < x < 8

b)

0 < x <-2 or 6 < x <8

c)

$x\in\infty$

d)

No real solution

8.

Write the domain and range of the graph $y\ =\ x^3$

a)

$x\in R\ ,\ y\ >0$

b)

$x\in R\ ,\ y\ \in R$

c)

$x>0\ ,\ y\ \in R$

d)

$x\ >0\ ,\ y\ \ >0$

9.

Graph of $\sqrt[]{x}$ is known as:

a)

Trigonometric Graph

b)

Radical Graph

c)

Exponetial Graph

d)

Statistical Graph

10.

What is the difference between exponential and logarithm graphs?

a)

Exponential function is given by ƒ(x) = e^x, whereas the Logarithmic function is given by g(x) = ln x, and former is the inverse of the latter

b)

Logarithmic function is given by ƒ(x) = e^x, whereas the Exponential function is given by g(x) = ln x, and former is the inverse of the latter

c)

Exponential function is given by ƒ(x) = e^x, whereas the Logarithmic function is given by g(x) = ln x, and latter is the inverse of the former

d)

Only Dr Mohammadi can answer this question.

Modulus and Functions (Part1)

Total questions: 10

Worksheet time: 7mins

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