Solve the problem.For approximately what values of x can sin x be replaced by  with an error of magnitude no greater than ?

A. |x| < 0.65439
B. |x| < 0.58857
C. |x| < 0.90288
D. |x| < 0.88011


Answer: C

Mathematics

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Change 1 h 25 min 55 s to s. 

A. 3,655 s B. 5,515 s C. 8,755 s D. 5,100 s E. 5,155 s

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Provide an appropriate response.Use the max-min inequality to find upper and lower bounds for the value of dx.

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Simplify by factoring out the given factor.(5m + 4)-6/5  + (5m + 4) 1/5  + (5m + 4) 7/5; (5m + 4)-6/5

A. (5m + 4)-6/5 [1 + (5m + 4)-7/5 + (5m + 4) -13/5] B. (5m + 4)-6/5 [1 + (5m + 4) 7/5 - (5m + 4) 13/5] C. (5m + 4)-6/5 [1 + (5m + 4) 8/5 + (5m + 4) 11/5] D. (5m + 4)-6/5 [1 + (5m + 4) 7/5 + (5m + 4) 13/5]

Mathematics