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need help with problems 22-32. Answers only is fine if you want. I'll give helpful rating. if you dont understand problem 22 you can skip.

need help with problems 22-32. Answers only is fine if you want. I'll give helpful rating.

if you dont understand problem 22 you can skip.

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22 Select the correct answer. Solve with the help of the Squeeze theorem: lim VX' sin x+0 X OA. 0 OB. 1 OC. 2 OD.23 Select the correct answer. Evaluate the limit. lim X - 00 x/1- cos 5+2 O A. -2 OB. 0 OC. 2 OD. 324 Select the correct answer. Evaluate the limit: (sin x - sin xcos X) lim +1 X 2 O A. 4 OB. 1 OC. O OD. 225 Select the correct answer. Which interval contains a root ofthe function COS x : 5x2 ? O A. (0.3, 1.5) O B. (1.3, 1.4) O C. (-1, -1 .5) O D. (-0.5, -1.5) 26 Select the correct answer. Given fix) = 4x3 - x -7 , what is the value of x in the interval [1, 1.5] for which the function takes the value 1? O A. 1.326 O B. 1.23 OC. 1.49 O D. 1.2527 Select the correct answer. What is the interval, of length 0.01. of the function x) : x3 - 6x2 + 1 , given that the root lies in the interval [5.5, 6]? Use the bisection method. 0 A. [5.97, 5.98] O B. [5.57, 5.68] O c. [5.77. 5.78] O D. [5.57. 5.58] 28 Select the correct answer. What interval of length 0.001 contains the root for the function fix) : X5 - 10 ? O A. [1.653, 1.654] O B. [1.441,1.442] O c. [1312,1313] O D. [1584,1585] 29 Select the correct answer. Given |im[x2 +X 25): 5 , what is the value of5 that corresponds to a = 2.4? Use the formal definition ofa limit. x45 0 A. 0.48 O B. 0.12 O C. 0.60 O D. 0.20 30 Select the correct answer. A company manufactures square oor tiles of area 625 cm2. If the manufacturing error tolerance in the area of a tile is i 5 cm2, how close to the ideal length should each tile be controlled? 0 A. 0.098 cm 0 B. 0.050 cm 0 C. 0.049 cm 0 D. 0.089 cm 31 Select the correct answer. Given Iin'l 8X _ 2 = 10 , what is the value of5 that corresponds to a = 0.2? Use the formal definition of a limit. 1) o A. i 40 o B. 3 40 o c. 1 40 o 0. 4 32 Select the correct answer. Consider the graph of f(x) = %x2 .Find a number5 > 0 such that if | x-3 |

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