Chapter 5, Section 5.5, Question 016 Assuming that v is in the interval (0,7) and sin...
Chapter 7, Section 7.7, Question 024 (a) If cos a = _V3 (a) If cos a = - - and a is in the second quadrant, find exact values for sin a and tan a. sin a= Edit tan a = tan a = ? Edit Edit (b) If tan ß = and ß is in the third quadrant, find exact values for sin ß and cos ß. sin ß = Edit cos ß = ? Edit Edit
Chapter 5, Section 5.3, Question 045 Evaluate the integral using an appropriate substitution. Enter the exact answer. secx dx = ? Edit +C 100 - tan²x
Downloadable et signment Update Chapter 4, Section 4.5, Question 016 Given an quantity 150 and growth rate of 5% per unit time, give a formula for the quantity Enter exact answers for on. Round your answers for Q(10) to three decimal places. as a function of time and find the othe =10. (a) Assume the growth rate is not continuous (1) = 2 Edit (10) = (b) Assume the growth rate is continuous Q(1) = Edit (10) = Click if...
Chapter 7, Section 7.8, Question 009 x Incorrect. Evaluate the integral if it converges. Enter the exact answer, or enter na if it diverges. Edit 1-oo (5x - 63 SHOW HINT
please help, will rate if correct!! Chapter 5, Section 5.1, Question 05 (4x + 3) Determine the radius of convergence of the power series n= 1 Enter the exact answer. = Click here to enter or edit your answer
Chapter 4, Section 4.5, Question 016 Given an initial quantity 100 and a growth rate of 4% per unit time, give a formula for the quantity as a function of time, and find the value of the quantity at = 10. Enter exact answers for On). Round your answers for Q(10) to three decimal places (a) Assume the growth rate is not continuous (10) (b) Assume the growth rate is continuous ou - O/10) Click if you would like to...
Chapter 7, Section 7.5, Question 002 State the midline, amplitude, and period of the function y = 2 sin(8(t + 6)) - 5. Midline: y = T RESOURCES Section 7.5 Section 7.5, 002 Section 7.5. 016 2. Section 7.5. 018 2. Section 7.5. 019 2. Section 7.5. 022 2. Section 7.5. 030 Amplitude: Period: Edit SHOW HINT
Question 9 Find all solutions to the equation in the interval [0, 2n). sin 2x - sin 4x = 0 Your answer: O O 51 71 I, 31 111 z' ' ä 'ö' ' ő 31 1171 Oo, ma Clear answer Question 10 Find all solutions to the equation in the interval [0, 21). cos 4x - cos 2x = 0 Your answer: o o, 110 TT 51 71 31 6' 2' O No solution Clear answer Question 11 Rewrite...
MESSAGE M Chapter 3, Section 3.6, Question 05 Find the general solution of the differential equation + 16-13sec"(40, 0 < t <晋 Use C, C2,... for the constants of integration. Enter an exact answer Enter in lal as In (lal), and do not simplify Equation Editor Common Ω Matrix sin(a)cos(a sec(a) 읊 ffdz).dz tan(a) : 떼 y(t)- arch MESSAGE M Chapter 3, Section 3.6, Question 05 Find the general solution of the differential equation + 16-13sec"(40, 0
Chapter 2, Section 2.4, Question 058 Find a possible equation for the line that is perpendicular to the graph of 5x – 3y = 3 if the two lines intersect at x = 30. Enter the exact answer. ? Edit