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Which equation can be used to model the graph of the function shown? 2 60° 120°...
Given: Graph below - 120 60 30 30 60 90 120 150 180 210 240 270 300 330 360 390 1. State: domain and range x and y intercepts max and min values and where they occur period amplitude axis of symmetry values of a, k, d, and c for the sine function 2. Describe how this graph is related to the base function y=sin x by referring to horizontal and vertical shifts, amplitude, compressions or expansions, reflection.
10. Sketch the graph of the polar equation. r=3 90° 4 120° 60° الا 150° 2 30° 180° 0° 210° 330° 240 300° 270°
Q1 solve the following equation for the angle between 0 - 360 (6 Marks) (a) 6sin (x) = 4cos (x) (b) 15sin+ sine = 2 (4 Marks) Q2: The curve shown in the figure below is part of the graph of the function, f(x) = 2 + sin (2x), where x is measured in degrees. -T80-150-1209060 300 0.5 30 60 90 120 $0 180 20 240 (0) Find the period Find the amplitude Find the vertical shift (IV) If the...
Name For problem 11, graph the indicated function. 11.T= 2-sin() Note: round answers to 1 decimal place. 8 sin() 2-sin() 0 30° 45° 60° SO 120" 135 150" 180 210" 225" 240 270" 300" 315 330 360° Hide Proctolo is sharing your screen Stop sharing O Name: Note: Have each cirde represent 0.5. Thus the outer circle has a radius of 4. 105 90° TS 20 80 1359 45 150° 30 1654 15 180° 0"/ 360 195 345 210 330...
TUSS Bookmarks 2. For the following graph, determine which of the following functions could describe the graph pictured below: o y = 3 cos(T - 180°) - 1 o y = 2 cos(T + 90°) - 1 o y = 2 sin(T - 180°) - 1 o y= 2 sin(T - 180°) + 1 0.5 100 300 400 600 MHF4U Assignment Lesson 17 Modelling Functions 1. A player hits a baseball into the air. A motion detector is used to...
Question 2 Section 3.5. Problem 40. Find the equation of the line tangent to the graph at the given value of x. 30 + y + 10 at = -1 Oy +3 y = 3 OY+1 OY 1 Question 3 Section 3 5. Problem 58. Use implicit differentiation to find dp/dx atp = 14 60 VP +60 300 W/15 Og 4/11 One 114 15/4
2. a) Solve the differential equation: 2²/" - 6xy' = 27 6 Oy=4 +6226 + Ins 6 36 Oy=c+ c2 26 76 36 + In 3 6 6 27 Oy=4+ c227 + In 7 ...7 49 Oy=q+cqz? 27 In 2 49 +7 None of the above b) Solve the differential equation: 9z+y" + 9xy' +25y = 0 Oy= cos(5 ln /3) + sin(5 In 3/3) Oy=425 +2.23 Oy=C1 cos(52/3) + 2 sin(5x/3) y=4125 + c2205 in None of the above...
Use the unit circle shown here to solve the trigonometric equation. Solve over [0,21). 6) 10,1)) sin x= - V3 2 190 3 120° 60 494 6 1500 (-1,0) 180 0 0(1,0) 0 360°27 330 210 225 315,-) 240 3000 270 6 - The solution set is (Type an exact answer, using 1 as needed. Use integers or fractions for any numbers in the expression. Use comma to separate answers as needed.)
Find an equation for the graph shown to the right Type the equation in the form y = A sin (ox) or y = A cos(x). y= (Type an exact answer, using as needed. Use integers or fractions for any numbers in the expression.) TN
y = 3x0+ QUESTION 2 Solve the given differential equation. (The form of yp is given D2y + 25y = -5 sin 5x (Let y p = Ax sin 5x + Bx cos 5x.) sin 5x + c2 cos 5x + x sin 5x - 1 x cos 5x Oo oo cos 5x + = x cos 5x y = C1 sin 5x + C2 cos 5x + 5x sin 5x y = C1 sin 5x + C2 cos 5x...