I stumbled across this... What are the values of x, y and z? - Socratic
Jul 23, 2018 · In other words, their values are the solutions to the cubic equation x^3 + x^2 - 2x + 1 = 0. To answer the original question, x, y, and z are the solutions to w^3 + w^2 - 2w + 1 = 0. …
What is the derivative of this? y = t^ (2) √ (t-2) - Socratic
Explanation: By product rule, let #f (x)=t^2#, let #g (x)=sqrt (t-2)# #d/dx f (x)*g (x)# = #f' (x)*g (x) + f (x)*g' (x)# #f' (x) = 2t#, #g' (x) = 1/ (2sqrt (t-2 ...
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Find the zeroes algebraically? g (t)=t^5-6t^3+9t - Socratic
Mar 2, 2018 · This somewhat resembles a quadratic form; however, the fourth degree appears somewhat confusing. So, let's say u=t^2, meaning u^2= (t^2)^2=t^4, and rewrite the trinomial …
A test in which multiple-choice questions are worth 8 points and …
A test in which multiple-choice questions are worth 8 points and fill-in questions are worth 14 points. You answer 18 questions correctly, and your score is 162 points. Find how many …
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