sе f an identity. Graph the left side and de separately, and see if the two graphs inator. to provide 46. sec t tan 47. 1 + 49. 1- C cos2 t 50. 51. cos" t 52. sin t sin e 53. 16: sin 54. 1- c COs sec 6 14. tan e 55. (tan2 56. (cot2 57. (cos cot 0 ) 1 16. cos2 e(1 tan 0) 1 cos 1- sint 18. cos t cot t = FOs t 58. (3 cos sin t sec2t 20. tan t 59 COS 1: sec t csc t 1 - cot2t 22 ost sin x 60. cSc t - sin t CSc t SI

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Q: 43. sin e = 12 O in quadrant II 13 5 46. sin e 13' O in quadrant III 1 49. cos e < 0 < = 3 2

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A: topic - indefinite integral

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Q: 0 ≤ t &lt;π/2 and sin t is given: sin t =√39/8. Use the Pythagorean identity sin2 t + cos2 t = 1 to…

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Q: in*e-cos*e sec e-tan'e sinsin e s а. b. sinsin Ocoscos 0 cose+cotcot esinsin e c. sinsin e

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Q: Schve the equation for O if o s0( 360°. Give ansuer L cos e - sin 2e =0 5. 30°, 330° c. 90° 270° d.…

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Q: 77. Find - Ans. (sin t – cos t + e-t) (8+ 1)(82 + 1) |

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Q: Evaluate followings; (a) if f (t) = te# cos 5t then L{f(t)} =?. 4s? + 19s + 52 (b) if F (s) = then…

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Q: 3T 3Tt and <B< 2n. Find a) sin(a +B) b) cos(a+r) 4.Suppose sina = – and cosß = 13 where π<α<. 2 35

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Q: (3) Let g (0) (a) Find g' (0) Cos e (b) Find g" (0)

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Q: At which of these x-values is the value of "I greater than the value of Yin x Select all that apply.…

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Q: cos e - t/7, 270° < 8 < 360° sin e- tan e- cot e- 7 sec e-

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Q: Which of the following statements is/are TRUE about the graph of y a cos (bx + c) and y-a sin (bx +…

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Q: VI. Use the given information to find the exact function values. a) sin (a/2) b) cos (a/2) c) tan…

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Q: Midterr sec a tan xdx O None 3 sec x) see 10 5(see a) sec 11 2(sec z) - (sec x)+e (sec (tan 2) 5(tan…

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Q: 28. Inside the circle r = –2 cos 0 and outside the circle r = 1

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Q: For q uestio ns 4-5. If cos 8 and sinB where 0 is in quadrant I and ß is in quadrant III. 4. WH at…

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Q: Lêt a bê an angle in quadrant 4 with cos(a) 3. Let 6 bé thể ânglè in quadrant 1 with cos(0) 25.…

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A: Topic = Integration

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.