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Question16 Epilar. Binance Trading w * Witing Trigone *Logo G od and Dow what createst sers/K/Downloads/pdf.pub precalculus-a-graphing approach-Sth-edition-2016).pdf TOT TIIT T O TT UT f 3. A function fisjf 4. A function fis il (-1) = -10). f(-1) = f(). Library of Parent Functions In Exercises 1 and 2, deter- mine the exact values of the six trigonometric functions of the angle e. Function Value 14. cos - - 15. tan 8 = -1 16. csc = 4 Constraint lies...
attempted, please help! OnCALTOA 9. (12pts) Find all the trig function values for each angle. cost=-3/5, with tan 1<0 a. sin6--3/5 and tan 0--3/ b. CSC sece cos sec / tan3 cot cot 10(4pts)Find the exact value of sin (tan- OnCALTOA 9. (12pts) Find all the trig function values for each angle. cost=-3/5, with tan 1
Express in terms of a constant or a single function of 0. 1. cot? 8 + 1 2. 1 - sec 0 4. 1-csc? 5. csc 8 sin 8 cot 8 7. csc 8 tan cos 8. sin 8 sec 8 coto 10. sind 8 sec @ csc 8 11. (tan 8 + 1)2 + (tan 8 – 1)? 3. 1-sino 6. tan 8 sec 8 cos e 9. cos8 sec 8 csc 0. A2 2 sec Arin A tan...
ud find 3 w 9. Find the value of sind+ caso if tame=hand & is in I quadrant. 10. Find the exact values, (i) tan (sint 2 , (ii) cse (cos 17 ); 11. Find the exact values . (i) Cos 23° Cos 22 – sina3 sin 22° (ii) sin 1950 lii) Sin (sin 3 - sind 24) liv (cot 14 (cot 2 )* (cot 3)* ... *(cot 89°) 12. Find the values of (1) sina, (ii) Sinß, (iii) sin...
(a) Suppose the equation defines a differentiable function y-f(z) (0) Find the derivatint ()-(e,l) (ii) Write the linear approximation for f(x) around a = e and use this to approx- dy Hence, e T,y 5 marks imate f(3). markS (b) Evaluate the following limits. Simplify your results if possible. 5 marks 5 marks] lim cot 5x sin 6x cos 7a (i) (ii) limIn (a) Suppose the equation defines a differentiable function y-f(z) (0) Find the derivatint ()-(e,l) (ii) Write the...
5. Consider Legendre equation for a function y(x) defined in the interval -1. Changing the variable y(cos θ) x cos θ in equation (1) derive the trigonometric form of Legendre equation for a function T (0) where 0 θ π: sin θ Then the general solution to (3) is T (0) y(cos θ) AP, (cos0) + BQ, (cos0). 5. Consider Legendre equation for a function y(x) defined in the interval -1. Changing the variable y(cos θ) x cos θ in...
3) Consider a particle moving in the circular trajectory x(t) = 2 cos(t) and y(t) 2sin(t) subject to the potential U(x, y)-x2 (2 - ry) (a) (2 marks) Use the chain rule to calculate d at t = 0. (b) (3 marks) Calculate the change potential from compare it to the approximation 0.1 and 0 to t dt Repeat the comparison for the interval from t - 0 to t-0.01. (Be sure to keep enough significant digits to resolve the...
21. The principal values of the domain of the cotangent function are 0 SXST. Graph y = Cot x and its inverse. Find each value 26. sin (2 Cos-12) 28. cos (Tan-1 1 - Sin-1 1) 30. sin (sin-11 - Cos-2) 27. cos (Tan-V3) 29. cos (Cos-10 + Sin - )
I need help with Problem 6. Thanks! 2. Calculate: 5221ddx 3. Find the area bounded by the graphs of y = Cot(2x), y = 0,x = 5, and x = 37. Provide the exact and simplified answer. 4. Evaluate: Sov-*+2,2 dx 5. Determine whether the series 2n=25047" is convergent or divergent. If convergent, find the exact sum. 6. Determine whether the series 2n=22941 is convergent or divergent. If convergent, find the exact sum. 7. Find the interval of convergence of...
3)If w = x2 + y2 + z2 ; x = cos st, y = sin st , z = sat find 4)Find the minimum of the function f(x,y) = x2 + y2 subject to the constraint g(x, y) = xy - 3 = 0 5)Find the first and second order Taylor polynomials to the function f(x,y) = ex+y at (0,0). 6) Let f(x, y, z) = x2 – 3xy + 2z, find Vf and Curl(f)