Numerade

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$ \frac{x}{3 x+1}\left(\frac{\cos x}{\sin x+2}\right) $

BEST MATCH

The following transactions took place at Wildlife Amusement Park during May. Wildlife Amusement Park must charge 8 percent sales tax on all sales: DATE TRANSACTIONS May 1, 20X1 Sold merchandise on account to Ronnie Salgado; issued Sales Slip 1015 for $1,200 plus 8 percent sales tax, terms n/30 May 15, 20X1 Recorded cash sales, $3,200 plus 8 percent sales tax. May 30, 20X1 Received payment on account due from Ronnie Salgado for the sale on May 1. Required: Record the above transactions in a general journal: Journal entry worksheet Sold merchandise on account to Ronnie Salgado; issued Sales Slip 1015 for $1,200 plus 8 percent sales tax, terms n/30.

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What is the percent yield of carbon dioxide if the reaction of 74.6 g of carbon monoxide produces 88.8 g of carbon dioxide?

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Which of the following accessory organs produces a fluid to begin chemical digestion of food? O teeth O salivary glands O liver O gallbladder O pharynx

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24#17 In Fig. 24-38, (a) what is the net electric potential at point P due to the four particles? q = 5.00 fC, and d = 4.00 cm. Choose V = 0 at infinity. (b) Now you place a 5th point charge on the opposite side of the two negative charges, at distance d from P. What is the charge (size and type) of this new charge so that the net potential due to all the 5 charges at Point P is zero? (c) How much work is needed to move the 5th charge from its place to Point P?

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Consider the sequence \{15, -10, \frac{20}{3}, \frac{40}{9}, \frac{80}{27}, ...\} \\ If $a_1 = 15$, what is $a_n$? \\ $a_n = (-\frac{2}{3})^{n-1}$ \\ $a_n = (-\frac{3}{2})^n$ \\ $a_n = 15(-\frac{3}{2})^{n-1}$ \\ $a_n = 15(-\frac{2}{3})^n$ \\ $a_n = 15(-\frac{2}{3})^{n-1}$

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The damage to DNA in question 1.1. can be repaired by nucleotide excision repair. If the original sequence was CC a. What would be the resulting sequence if the DNA damage is not repaired?

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you invest at an annual interest rate of 8% compounded quarterly? A) 20 years B) 25 years C) 30 years D) 35 years E) 40 years N = I/Y = PV = PMT= FV = 5. What is the present value of an investment that will be worth $50,000 in 10 years if the interest rate is 6% compounded semi-annually? A) $27,000 B) $30,000 C) $33,000 D) $36,000 E) $40,000 I/Y = PV = PMT= FV = P/Y = 6. What is the future value of an investment of $5,000 at 8% compounded quarterly for 15 years? A) $15,000 B) $20,000 C) $25,000 D) $30,000 E) $35,000 I/Y = PV = PMT= FV = P/Y = 7. What is the effective annual rate if the nominal rate is 6% compounded monthly? A) 6.00% B) 6.17% C) 6.17% D) 6.18% E) 6.19% I/Y = PV = PMT= FV = P/Y = 8. What is the nominal rate if the effective annual rate is 8% compounded quarterly? A) 7.68% B) 7.72% C) 7.75% D) 7.78% E) 7.82% I/Y = PV = PMT= FV = P/Y = 9. What is the present value of an investment that will be worth $100,000 in 20 years if the interest rate is 5% compounded annually? A) $30,000 B) $40,000 C) $50,000 D) $60,000 E) $70,000 I/Y = PV = PMT= FV = P/Y = 10. What is the future value of an investment of $10,000 at 7% compounded semi-annually for 30 years? A) $50,000 B) $60,000 C) $70,000 D) $80,000 E) $90,000 I/Y = PV = PMT= FV = P/Y = Page 3 Part B: Short Answer Questions. Answer ALL questions in the space provided. 11. What is the present value of an investment that will be worth $75,000 in 15 years if the interest rate is 8% compounded annually? (3 marks) 12. What is the future value of an investment of $3,000 at 5% compounded quarterly for 20 years? (3 marks) 13. What is the effective annual rate if the nominal rate is 7% compounded semi-annually? (3 marks) 14. What is the nominal rate if the effective annual rate is 9% compounded quarterly? (3 marks) 15. What amount could Jethri borrow at 7.5% compounded monthly if he can afford to make monthly payments of $800 for 30 years? (3 marks) 16. What semi-annually compounded rate is equivalent to 6% compounded monthly? (3 marks) 17. If $2,500 were invested at the end of every four months, how long would it take to accumulate $500,000 at 12% compounded quarterly? (3 marks) 18. You currently have $30,000 and wish to invest it for retirement. If you wish to have $500,000, how long will it take if you invest at an annual interest rate of 9% compounded quarterly? (3 marks) 19. What is the present value of an investment that will be worth $150,000 in 25 years if the interest rate is 6% compounded semi-annually? (3 marks) 20. What is the future value of an investment of $7,500 at 9% compounded quarterly for 35 years? (3 marks) Total: 60 marks

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BEST MATCH

The numerator of a fraction is 3 less than its denominator. If 5 is added to the numerator and 1 is subtracted from the denominator, the new value of the fraction is( 4)/(3.) What is the original fraction?

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Text: What is the highest number of withholding allowances an employee using the wage-bracket method can claim on a pre-2020 Form W-4? A. 5 B. 8 C. 10 D. 480

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juan jos- g.