O 1. Determine the general solution to the following equation where x is in degrees. Answer...
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O 1. Determine the general solution to the following equation where x is in degrees. Answer to the nearest degree. 7 cscx-5=0 No solution Ox=46+360, 134 + 360,n = Z x = 80 +360n, 100 +360,n = Z Ox=46+360n,314 + 360,n = Z x = 2. Find the solutions to the equation sinx = 2 sinx where 0 x27. 3 2' 2 2 x = 3' 3 =4*,5* 5 3'3 x = 0, , 2 3. The diagram shows the graph of the equation y = cscx. . + 1 * /2 T2 31/2 2TT Part A: Explain how to use the graph to determine the approximate solutions to the equation cscx = -1,0x2. Part B: Write the solutions to the equation cscx = -1,0x2. Give solutions as exact values. Part C: Write the general solution to the equation cscx = -1. 4. Write the general solutions to the equation -2 sinx = 2. 5 7 x = +2n, +2, n = Z 4 4 3 5 x= +2nx, +2n Z 4 4 TV x= +2, n = Z 4 3 x= = 1 + 2, 3 + 2 Z n 4 4 O 1. Determine the general solution to the following equation where x is in degrees. Answer to the nearest degree. 7 cscx-5=0 No solution Ox=46+360, 134 + 360,n = Z x = 80 +360n, 100 +360,n = Z Ox=46+360n,314 + 360,n = Z x = 2. Find the solutions to the equation sinx = 2 sinx where 0 x27. 3 2' 2 2 x = 3' 3 =4*,5* 5 3'3 x = 0, , 2 3. The diagram shows the graph of the equation y = cscx. . + 1 * /2 T2 31/2 2TT Part A: Explain how to use the graph to determine the approximate solutions to the equation cscx = -1,0x2. Part B: Write the solutions to the equation cscx = -1,0x2. Give solutions as exact values. Part C: Write the general solution to the equation cscx = -1. 4. Write the general solutions to the equation -2 sinx = 2. 5 7 x = +2n, +2, n = Z 4 4 3 5 x= +2nx, +2n Z 4 4 TV x= +2, n = Z 4 3 x= = 1 + 2, 3 + 2 Z n 4 4
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