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isabel martin

isabel m.

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On the first day of the fiscal year, a company issues a $4,500,000, 9%, 4-year bond that pays semiannual interest of $202,500 ($4,500,000 × 9% × ½), receiving cash of $4,809,328. Journalize the first interest payment and the amortization of the related bond premium. Round to the nearest dollar. If an amount box does not require an entry, leave it blank.

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In calculating interest on a note, it is necessary to take which of the following factors into consideration? a. the payee b. the principal c. the bank d. the maker

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Dealing with Dates and Times is a constant challenge in any programming languages and databases. It is pretty hard to keep track of time zones with daylight savings and ensure date and time formats are correct and valid. Spark keep it simple by supporting two data types for date and time related information: Dates and Timestamps. Is it correct to say that Dates help define calendar date information such as Year, Month and Day while Timestamps help define time information such as Hour, Minute, Second and Time Zone?

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The Coase Theorem carries at least three internal problems: the Assignment Problem, the Free Rider Problem, and the Holdout Problem. Discuss each and its consequences for the Coase Theorem’s conclusion.

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Problem 3 (section 5.4) Given the waveform below with A = 10. (a) Determine if the wave form has dc, even, or odd symmetry. (b) Obtain the cosine/sine Fourier series representation. (c) Convert the representation to amplitude/phase format and plot the line spectra for the first five nonzero terms.

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What is the usefulness of non-coding microRNAs, long non-coding RNAs, and circular RNAs as molecular biomarkers for pancreatic cancer? What is the scientific evidence for this? Please use the latest research to support your answer.

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Texts: Make a scatterplot for the data on used BMW 8's provided. Describe the association between year and price. Is a linear model appropriate? Computer software says that R^2=20.3%. What is the correlation between year and price? Explain the meaning of R^2 in context. Why doesn't this model explain 100% of the variability in the price of a used BMW 8 series? A business student needs cash, so he decides to sell his car. The car is a classic BMW 8 series* that was only made over the course of a few years in the 1990s. He would like to sell it on his own, rather than through a dealer, so he'd like to Click the icon to view the car data. Car Data a) Make a scatterplot for the data on used BMW 8's provided. Choose the correct scale for the axes. Year: 1995 1994 1997 1996 1991 1993 1992 1991 1991 1991 1991 1993 1995 1991 1993 1994 1996 1997 1992 1995 1997 1995 1995 1997 1997 1994 1995 1991 1993 1994 1993 Price: 11,999 6,988 12,990 9,995 15,995 14,999 24,995 19,750 15,900 16,988 14,999 10,999 16,999 13,995 16,995 11,500 7,994 12,500 14,788 12,490 12,999 9,988 12,900 15,600 15,995 19,995 19,900 27,000 28,900 15,995 10,900 O A. OB. OD. Q Q 25K 20K Q 15K 10K 1991 1997 Yeet g20K 15K- 10K- 1991 1997 Year 991 1997 n example Get more help Clear all Check answer Print

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Differentiate implicitly to find $\frac{d^2y}{dx^2}$. $y^2 - xy + x^2 = 7$ $\frac{d^2y}{dx^2} = $

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Question 1 (100 points) This program is to ask the user N number of math (using only +, -, and *) questions. Once the program start it asks the user to enter how many questions will be asked (N, which is between 3-10). Then, the program asks N questions to the user. Each question will be one of four math operations (+, -, and *). The operation and operands will be selected randomly in your program. Operands are numbers between 0 and 100. After N questions, program exits by showing success score (number of correct / number of all questions). Do not copy/paste python code in the answer box. Instead. submit your.py code to answer this question using "Add a file" button below. --Sample Run-- Enter number of questions I need to ask: 5 Q 1) 3 + 4 = 6 Incorrect, 7 was the answer. Q 2) 8 - 4 = 4 Correct Q 3) 5 * 6 = 30 Correct Q 4) 5 - 345 = -300 Incorrect, it should be -340. Q 5) 0 - 0 = 0 Correct Your success rate is .

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006 (part 3 of 3) 10.0 points Find the potential $V_P$ at point P. Assume the potential at infinity is zero. 1. 0.486726 2. 4.7026 3. 3.30675 4. 2.71875 5. 5.94627 6. 1.37895 7. 1.78905 8. 0.404827 9. 3.09152 10. 2.45597 Answer in units of V. 004 (part 1 of 3) 10.0 points Consider a solid conducting sphere with a radius 1.3 cm and charge -7.8 pC on it. There is a conducting spherical shell concentric to the sphere, with radii 3.4 cm and 5.9 cm and et charge of 22.9 pC. Denote the charge on the inner surface of the shell by $Q_2$ and that on the outer surface of the shell by $Q_2^{\prime}$. 22.9 pC -7.8 pC $Q_2^{\prime}$ 1.3 cm P 3.4 cm 5.9 cm

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