Chat with us, powered by LiveChat Identify a key concept or foundational theory from the first four weeks of class and in half a page discuss how it applies to your current work environment or a recent social, - EssayAbode

## 11 Feb Identify a key concept or foundational theory from the first four weeks of class and in half a page discuss how it applies to your current work environment or a recent social,

Hello I am new to this so please bare with me. I have attached assignments. Please let me know who can do them. I need them back by tomm. Thanks Ronnie

SAM WORK

EACH DISCUSSION WRITE IN 150 EACH

MATH110

### Discussion 4.1

Identify a key concept or foundational theory from the first four weeks of class and in half a page discuss how it applies to your current work environment or a recent social, political or business event. Include the chapter and sub topic from your textbook.

Discussion 5.1

Two different samples of radioactive isotopes are decaying. The isotopes have initial amounts of c1 and c2 and half-lives of k1 and k2, respectively. Find an expression for the time t required for the samples to decay to equal amounts.

### Discussion 5.2

In a classroom designed for 30 students, the air conditioning system can move 450 cubic feet of air per minute.

(a) Determine the ventilation rate per child in a full classroom.

(b) Estimate the air space required per child.

## Homework 4 College Algebra (2024) (Homework)

2. Find  f ∘  g, g ∘  f, and   g ∘  g.

f( x) = −3 x,     g( x) =  x + 5

(a)     f ∘  g

(b)     g ∘  f

(c)     g ∘  g

8.  Find the inverse function of  f informally.

f( x) = 2 x

f −1( x) =

Verify that

f( f −1( x)) =  x

and

f −1( f( x)) =  x.

f( f −1( x))

=

f

=

2

=

x

f −1( f( x))

=

f −1

=

 2 x

=

x

9. Find the inverse function of  f informally.

f( x) =

 1 9

x

f −1( x) =

Verify that

f( f −1( x)) =  x

and

f −1( f( x)) =  x.

f( f −1( x))

=

f

=

 9

=

x

f −1( f( x))

=

f −1

=

 1 9

x

=

x

10. Find the inverse function of  f informally.

f( x) = 4 x + 7

f −1( x) =

Verify that

f( f −1( x)) =  x

and

f −1( f( x)) =  x.

f( f −1( x))

=

f

=

4

+ 7

=

x

f −1( f( x))

=

f −1

=

 − 7 4

=

x

## Homework 5 College Algebra (2024) (Homework)

3. Use the One-to-One Property to solve the equation for  x.

2 x + 2 = 8

x =

4. Use the One-to-One Property to solve the equation for  x.

2 x − 6 = 8

x =

5. Use the One-to-One Property to solve the equation for  x.

 1 4
 x

= 16

x =

6. Use the One-to-One Property to solve the equation for  x.

4 x − 5 =

 1 64

x =

7. Write the logarithmic equation in exponential form. For example, the exponential form of

log5 25 = 2

is

52 = 25.

log6 36 = 2

8.  Write the logarithmic equation in exponential form. For example, the exponential form of

log5 25 = 2

is

52 = 25.

log9

 1 729

= −3

9. Evaluate the logarithm at the given value of  x without using a calculator.

 Function Value f( x) = log2( x) x = 16

10. Evaluate the logarithm at the given value of  x without using a calculator.

 Function Value f( x) = log216( x) x = 6

11. Evaluate the logarithm at the given value of  x without using a calculator.

 Function Value g( x) = log a( x) x =  a−3

12. Evaluate the logarithm at the given value of  x without using a calculator.

Function

Value

g( x) = log b( x)

### Related Tags

Academic APA Assignment Business Capstone College Conclusion Course Day Discussion Double Spaced Essay English Finance General Graduate History Information Justify Literature Management Market Masters Math Minimum MLA Nursing Organizational Outline Pages Paper Presentation Questions Questionnaire Reference Response Response School Subject Slides Sources Student Support Times New Roman Title Topics Word Write Writing