If for some reason you forget to submit your quiz or journal that was due, you may be allowed to use a “Late Pass” and make that assignment up. You are allowed to use the Late Pass one time on a quiz or journal. What should you do if you want to use the Late Pass?

You will be required to complete assignments in MindTap.

Each week I will be assigned to cover a unit in eCampus. What do I need to do in each unit?

The differential equation given byx dydx = y + x2 – y2 ,  x >0is homogeneous.{“version”:”1.1″,”math”:”The differential equation given byx dydx = y + x2 - y2 ,  x >0is homogeneous.”}  

Solve the differential equation using an appropriate substitution.x dydx – 1 + xy = xy2{“version”:”1.1″,”math”:”Solve the differential equation using an appropriate substitution.x dydx - 1 + xy = xy2″} Instructions: 1. Please note that you must enter your answer in the box provided below. If there is no answer provided in the box below, your work uploaded will not be accepted and a score of 0 will be given to this question. 2. Upload your work to the Dropbox

Determine whether the following differential equation is exact. (sin y – y sin x) dx + cos x + x cos y – y dy = 0{“version”:”1.1″,”math”:”Determine whether the following differential equation is exact. (sin y - y sin x) dx + cos x + x cos y - y dy = 0″}   Instruction: Please check TRUE if the differential equation is exact or FALSE if it is not exact.

Solve the given initial value problem:y dxdy-x = 2y2,    y1=5{“version”:”1.1″,”math”:”Solve the given initial value problem:y dxdy-x = 2y2,    y1=5″} Instructions: 1. You must enter your answer in the box provided below. If there is no answer provided in the box below, your work uploaded will not be accepted and a score of 0 will be given to this question. 2. Upload your work in the dropbox.

Solve the differential equation: ex ydydx = e-y + e-2x – y{“version”:”1.1″,”math”:”Solve the differential equation: ex ydydx = e-y + e-2x - y”} Instructions: 1. You must enter your answer in the box provided below. If there is no answer provided in the box below, your work uploaded will not be accepted and a score of 0 will be given to this question. 2. Upload your work in the dropbox.

3. Distinguish between experimental and correlational designs. 

9. What is the order of operations for working through equations?