Solve.A baker can decorate the day's cookie supply four times as fast as his new assistant. If they decorate all the cookies working together in 24 minutes, how long would it take for each of them to decorate the cookies working individually?
A. baker: 120 min
assistant: 480 min
B. baker: 120 min
assistant: 30 min
C. baker: 7
min
assistant: 29 min
D. baker: 30 min
assistant: 120 min
Answer: D
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Find, if possible, the number of elements in sets A, B, and C using the given information.n(A - C) = 10n(C - A) = 3n(A ? B) = 8n(C ? A) = 8n(C ? B) = 6n(B - A) = 8n(A ? B ? C) = 4
A. n(A) = 11, n(B) = 27, n(C) = 18 B. n(A) = 22, n(B) = 20, n(C) = 15 C. n(A) = 18, n(B) = 16, n(C) = 11 D. The information is inconsistent or incomplete.
Provide an appropriate response.Divide and reduce answer to lowest terms converting improper fractions to whole or mixed numbers: 6 ÷ 3
A. 
B. 
C. 20
D. 
Suppose ?C and ?D are corresponding angles of congruent triangles with ?C opposite AB and ?D opposite EF. If AB = 16 and EF = 10 - x, determine x.
Solve the problem.Kayla earned $4050 for 5 weeks of seasonal work. What was her unit rate in dollars per week?
A. $5 per wk B. $100 per wk C. $810 per wk D. $4050 per wk