A certain wolf population, p(t), is governed by the differential equation:=0.5p(1-p), where is the population Р t (in thousands), and is the time in years. If the current size of the population is 0.7 (i.e. p(0) = 0.7), use Euler's Method with At = 0.5 to predict the wolf population 2 years from now. O 873 O 923 839 901

Q: Thank you.

A:

Q: How do you kmow this is the right approach?

A: Two different airlines have a flight from Los Angeles to New York that departs each weekday morning…

Q: f c = 12, what is 4 + c?

A: given,  c=12 let  A=4+c

Q: On a day at the beginning of the winter the temperature is 5 degrees below zero. The next day the…

A:

Q: What is the degree of 4g?

A: Definition used -     Degree of a polynomial -          The greatest power of the variable in a…

Q: I cannot see the answer for letter b

A: Sample size (n) = 10 Probability(p) = 0.69

Q: ho thats only #8 i need help with all

A: You have asked multiple questions.  Here we are allowed to answer only one question or first three…

Q: When might you use one or the other?

A: Generally, both covariance and correlation are used to know about the linear relationship between…

Q: How do you know to do this?

A: or you can use Heron's Formula to find the area of the triangle.

Q: What formula or technique did you use?

A: Different combinations are considered under given conditions.

Q: what is the solution

A: The series diverges.

Q: How did you find the answer? Can you elaborate more?

A: Standard form of an LPP : Objective function is the maximize type , constraints are all less than…

Q: whats the actual answer i need to write in the box

A: The actual answer is 18(-1)nx2n+1/(2n+1)!.