For What Value Of K If Any Is. Web using substitution, it is found that k = 2 satisfies the differential equation. We are testing the following solution:
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20 there is no such value of k. Web the last row determines, if there are solutions or not. Web applying substitution, it is found that y is a solution to the differential equation for k = 1. To be consistent, we must have k such that k 2 − k − 2 = 0 otherwise there will be no solutions to the system, as this last equation can not be fulfilled. What is the differential equation: We have 0 = k 2 − k − 2 = ( k − 1 / 2) 2 − 1 / 4 − 2 = ( k − 1 / 2) 2 − 9 /. There is no such value of k. Give a reason for your answer. If we are allowed imaginary solutions, we need k = ± 3i. For what value(s) of the constant k, if any, is y(t) a solution of the given.
We are testing the following solution: Web using substitution, it is found that k = 2 satisfies the differential equation. Give a reason for your answer. For what value(s) of the constant k, if any, is y(t) a solution of the given. The above is a quadratic equation and can be solved either by factorization, quadratic formula, completing the square method or calculator. There is no such value of k. K=20 as i utilized a similar format from a previous question i had to do on this assignment to see that i would plug the 5 into x^2 and then set that. Web i believe that the answer is a. Web the last row determines, if there are solutions or not. Web applying substitution, it is found that y is a solution to the differential equation for k = 1. We replace y and it's derivatives in the solution, then:
