According to the Descartes rule of signs, how many positive real roots does each of the polynomials
Question: According to the Descartes rule of signs, how many positive real roots does each of the polynomials have? How many negative roots?
(a) \(f\left( a \right)={{a}^{5}}-4{{a}^{2}}-7\)
(b) \(f\left( x \right)=3{{x}^{3}}+9{{x}^{2}}+8x\)
Price: $2.99
See Solution: The solution consists of 1 page
Deliverables: Word Document
Deliverables: Word Document
-
Solution: Find a quadratic equation with roots (4+i) and (4-i) #5994
-
(See Solution) For f(t)=3t+2 and g(t)=2-{t^2}, find f(3)-g(-3)+g(0). #7912
-
Solution: Write each of the following in exponential form. a. {log_{9}}243=5/2 b. {log_{{}^1!_{5};}}25=-2 #10636
-
(Solved) Re-write in simplified radical form (assume all variables represent real positive numbers) #14948
-
Free Math Help
-
Math and Statistics Solutions
