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Algebra 2 Covid Final Exam 2020

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Last updated over 5 years ago
21 questions
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This Exam is to be COMPLETED no later than Tuesday Morning, June 9th, at 8:00am. If it is later, it will NOT be accepted.

Furthermore - if work is not shown, you will not get credit. It will be counted as wrong. If it is a short answer question, please explain why you know that it is that answer.


You must get a 70% or higher in order to get credit for this class.
Question 1
1.

How many radians does a circle have?

Question 2
2.

Convert 150⁰ to radians

Question 3
3.

Convert π/3 radians to degrees

Question 4
4.

Create a unit circle of your own on a piece of notebook paper or graph paper and fill in the degree measures and radians for each dot on the circle. Submit a picture of it in google classroom on the EXAM ASSESSMENT before you hit the turn in button.

Question 5
5.

Pick the best answer to complete the statement:

Cosine is equal to the:

Question 6
6.

Pick the best answer to complete the statement:

Sine is equal to the:

Question 7
7.

Find the exact value of the trigonometric function:


Question 8
8.

Find the exact value of the trigonometric function:

Question 9
9.

Pick the best answer to complete the statement:

What is cox(x) at x=0 ?

Question 10
10.

Pick the best answer to complete the statement:

What is sin(x) at x=0 ?

Question 11
11.

In your own words, what is amplitude? Where do we find this in the equation:

Question 12
12.

Explain what transformations are occurring, then graph the function

Simplifying/Factoring Rationals

Question 13
13.

Simplify the expression:

Question 14
14.

Simplify the expression:

Intercepts of Rationals

Question 15
15.

Find the x & y intercept of the problem and show all work for credit along with a written response (2 or 3 sentences) to explain your work.

Question 16
16.

Solve and graph using Desmos online graphing calculator. You'll attach the image to your work, and then point out the X and Y intercepts by using different colors and arrows or by listing them with text.

Quadratics

Question 17
17.

How many solutions does the function below have?

Question 18
18.

How can you determine how many solutions a quadratic function has?

Question 19
19.

The x-intercept is:

Question 20
20.

Write your solution(s) to the function below:

Question 21
21.

Write your solution(s) to the function below: