Solve the problem.A ladder leans against a building that has a wall slanting away from the ladder at an angle of 96° with the ground. If the bottom of the ladder is 23 feet from the base of the wall and it reaches a point 52 feet up the wall, how tall is the ladder to the nearest foot?
A. 61 ft
B. 59 ft
C. 60 ft
D. 58 ft
Answer: B
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Find the point(s) on the curve where the tangent is horizontal.
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Decide whether the argument is valid or invalid, and give the form (of valid or invalid argument) that applies.If it rains, then the squirrels hide.
It is raining.
A. Valid; modus tollens B. Valid; disjunctive syllogism C. Invalid; fallacy of the inverse D. Invalid; fallacy of the converse
Complete the table for the function and find the indicated limit.
A. -2.18529; -2.10895; -2.10090; -2.09910; -2.09096; -2.00574 limit = -2.10 B. 4.09476; 4.00995; 4.00100; 3.99900; 3.98995; 3.89526 limit = 4.0 C. -1.22843; -1.20298; -1.20030; -1.19970; -1.19699; -1.16858 limit = -1.20 D. -4.09476; -4.00995; -4.00100; -3.99900; -3.98995; -3.89526 limit = -4.0
Use the Venn diagram below to determine the probability.
P(A)
A. 
B. 
C. 
D. 