Consider the equation 3 - cot z = 0. Find all the values of z in the interval [0, 2x] that satisfy the equation. Note: Write the exact answer but not the approximate value (For example write _ or 4/5 but not 0.8). Also write Pi or pi or a if there is a or in the answer. Write the value of z in the interval [0, _ ] that satisfy the equation. a sin (a) ? Write the value of a in the interval [? , *] that satisfy the equation. sin (a) III ?Write the value of c in the interval [, | that satisfy the equation. T= Va a sin (a) ? Write the value of z in the interval [ , 2x] that satisfy the equation. T. a sin (a) ?Consider the equation 1|] 0:152 2 = 915111: 38. There are two values of: in the interval [0,27r] that satisfy this equation. Find those values. Note:Write the exact value but not the approximate valuetfor example write #5 but not 113). Write Pi, pi or 1r if your answer contains at Write the smaller value of z in the interval [0, 217] that satisfy the equation. I: aglalwmta are E Write the bigger value of z in the interval [0, 2111'] that satisfy the equation. 3: again-Irma) are Fill in the blanks. 1 1) The graph of y is obtained by Click for List the graph of y = EC Click for List units to the x+19 Click for List 2) The graph of y = ell-is obtained by reflecting the graph of y = ed about the Click for List axis and then shifting Click for List units to the Click for List 3) The graph of y = cos (9x + 11) is obtained by Click for List the graph of y = cos (a) in the Click for List direction by a factor of Number and then shifting Click for List units to the Click for ListDetermine if the following functions are one-to-one, even,odd, periodic. (a) f(x) = x2-5x + 32 for x E [3, 00) Click for List Click for List Click for List (b) f(x) = sin 5x, for r ER Click for List Click for List Click for List (c) f(x) = cos 7x, for x E [-7, 71] Click for List Click for List Click for List (d) f(a) = 702-2 Click for List Click for List Click for ListGiven that f (ac) = 45x x+19 and g(x) = cot(21x), find (go f)(x) Select the correct answer. (go f) (ac) = O 45x cot (21x) +19 45 cot (21x) O cot(21x) +19 O cot 945x +19 45x cot(21x) O cot (21x) +19