Questions in Grade College

Questions in Grade College

[Terjawab] What is most likely required of a young man to be perceived as highly educated during the time period in which "The Adventure of the Mysterious Stranger" takes place? A. He needs to attend Carnival in the city of Venice in Italy. B. He needs to establish important social connections with people of influence. C. He needs to study the behavior of others to appreciate the human condition. D. He needs to travel in order to be exposed to art, music, and culture.

[Terjawab] If a customer provides false or unreliable information, what should this indicate? A. The customer needs more assistance B. There may be underlying suspicious activity C. The customer is trustworthy D. The transaction is likely legitimate

[Terjawab] Solve 29/5x=2. What does x equal?

[Terjawab] Four circles, each with a radius of 2 inches, are removed from a square. What is the remaining area of the square? A. $(16-4 \pi)$ in. $^2$ B. $(16-\pi)$ in $^2$ C. $(64-16 \pi)$ in. $^2$ D. $(64-4 \pi)$ in $^2$

[Terjawab] Examine the four different companies in the table, which shows their yearly income and their tax rate. Which type of taxation does this table best represent? | | Total income | Tax rate | | :------ | :----------- | :------- | | Company A | $50 million | 10% | | Company B | $100 million | 10% | | Company C | $150 million | 10% | | Company D | $200 million | 10% | A. Indirect B. Regressive C. Progressive D. Proportional

[Terjawab] Schools and school staff members face consequences when school employees say or do something intentionally that is unethical, but not if the unethical behavior is unintentional. True or false?

[Terjawab] Solve: [tex]$1 \times -23=$[/tex]

[Terjawab] [tex]\frac{1}{w^2-9} \div \frac{w+3}{w-3}[/tex]

[Terjawab] What is the probability of finding exactly two pairs in a five-card hand?

[Terjawab] Complete the work shown to find a possible solution of the equation. $\begin{array}{l} (x-5)^{\frac{1}{2}}+5=2 \\ (x-5)^{\frac{1}{2}}=-3 \\ {\left[(x-5)^{\frac{1}{2}}\right]^2=(-3)^2} \end{array}$ A possible solution of the equation is $\square$