4. Construct a slope field for the differential equation dy (t + 1)(y – 1) dt %3D for -2
My answer is incorrect, please write the right process and find my explanation(process detail). Also, I attach the professor's process so you can see that. Don't use the calculator, even desmos.
I attach the image and written my process of explanation and the professor's process.
4. Construct a slope field for the
??
?? = (? + 1)(? − 1)
for −2 < ? < 2 and −2 < ? < 2, and use your slope field to sketch the solution that satisfies the initial
condition ?(0) = 0. (Draw something like 25 minitangents to cover the given square, being sure to
show enough to see all the qualitatively different behaviors of the slope field, and enough to show the
behavior of the solution.) (Be sure to show work for how to get the mini-tangents—don’t just
draw the field.)
Step by step
Solved in 3 steps with 2 images
