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MATH 107 Coursework Paper: Show Work for All Problems
Coursework Instructions:
The last math assignment received 80%. This assignment needs to be 90% or above. This may be handwritten or typed. V/R, Latisha
- 1. Consider the function:
- Find the x-intercepts
- Find the y-intercepts
- Graph the function
- 2. Consider the function:
- Sketch f(x)
- Which intervals is f(x) increasing? Use interval notations.
- Which intervals is f(x) decreasing? Use interval notations.
- 3. Consider the function:
- Sketch f(x)
- Sketch -f(x)
- Sketch f(x)-1
- 4. Consider the function:
- Sketch f(x)
- Sketch f(x)-1
- Sketch f(x-2)
Coursework Sample Content Preview:
SHOW WORK FOR ALL PROBLEMS
1 Consider the function: fx=-x2-1
* Find the x-intercepts
The Quadratic equation is used in calculating the x intercept and set f(x)=0
X=-b±√b2-4ac/ 2a
X=-0 ± √0-4/ -2
Alternatively setting F(x) = 0
Then =-x2-1
The equation has complex roots and no x intercept
* Find the y-intercepts
Substituting x for 0, then f (0) = - (0)2 – 1= -1, and hence the y intercept is (0,-1)
* Graph the function fx=-x2-1
10191754457700
2 Consider the function:
fx=2 x<0x+1 0≤x≤5-2 5
* Sketch f(x)
9525161925-7620076200367665015240060007576200670560076200
0
1
2
3
4
5
6
7
8
9
10
11
* Which intervals is f(x) increasing? Use interval notations.
F is increasing at x if f(x)>0
F(x) = 2 for x<0 and interval notation (âˆΕΎ, 0)
F (x) = x+1 for 0 ≤x≤5 and interval notation (0, 5)
* Which intervals is f(x) decreasing? Use interval notations.
F is decreasing at x if f(x) <0
F(x) = -2 for 5
3 Consider th...
1 Consider the function: fx=-x2-1
* Find the x-intercepts
The Quadratic equation is used in calculating the x intercept and set f(x)=0
X=-b±√b2-4ac/ 2a
X=-0 ± √0-4/ -2
Alternatively setting F(x) = 0
Then =-x2-1
The equation has complex roots and no x intercept
* Find the y-intercepts
Substituting x for 0, then f (0) = - (0)2 – 1= -1, and hence the y intercept is (0,-1)
* Graph the function fx=-x2-1
10191754457700
2 Consider the function:
fx=2 x<0x+1 0≤x≤5-2 5
* Sketch f(x)
9525161925-7620076200367665015240060007576200670560076200
0
1
2
3
4
5
6
7
8
9
10
11
* Which intervals is f(x) increasing? Use interval notations.
F is increasing at x if f(x)>0
F(x) = 2 for x<0 and interval notation (âˆΕΎ, 0)
F (x) = x+1 for 0 ≤x≤5 and interval notation (0, 5)
* Which intervals is f(x) decreasing? Use interval notations.
F is decreasing at x if f(x) <0
F(x) = -2 for 5
3 Consider th...
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