Algebra 2 Covid Final Exam 2020

Last updated over 5 years ago
21 questions
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.
1

How many radians does a circle have?

1

Convert 150⁰ to radians

1

Convert π/3 radians to degrees

1

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.

1

Pick the best answer to complete the statement:

Cosine is equal to the:

1

Pick the best answer to complete the statement:

Sine is equal to the:

1

Find the exact value of the trigonometric function:


1

Find the exact value of the trigonometric function:

1

Pick the best answer to complete the statement:

What is cox(x) at x=0 ?

1

Pick the best answer to complete the statement:

What is sin(x) at x=0 ?

1

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

1

Explain what transformations are occurring, then graph the function

Simplifying/Factoring Rationals

1

Simplify the expression:

1

Simplify the expression:

Intercepts of Rationals

1

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.

1

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

1

How many solutions does the function below have?

1

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

1

The x-intercept is:

1

Write your solution(s) to the function below:

1

Write your solution(s) to the function below: