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Use a spreadsheet to determine the 7 -day SMA for Citigroup Inc. 7-Apr 24.60 14-Apr 22.51 21-Apr 25.03 28-Apr 26.81 5-May 25.75 8-Apr 23.76 15-Apr 22.80 22-Apr 25.12 29-Apr 26.32 6-May 25.87 9-Apr 23.58 16-Apr 23.44 23-Apr 24.63 30-Apr 25.27 7-May 24.48 10-Apr 23.71 17-Apr 24.03 24-Apr 25.76 1-May 25.99 8-May 24.30 11-Apr 23.36 18-Apr 25.11 25-Apr 26.60 2-May 26.39 9-May 23.63

Short Answer

Expert verified
The task required to compute the 7-day simple moving average (SMA) for Citigroup Inc has been successfully completed using a spreadsheet. The SMA values were calculated for every set of seven trading days and added to the spreadsheet next to their corresponding final day.

Step by step solution

01

Identify the Data Set

Identify the data points that will be used in the calculation of the 7-day SMA. The data points are the daily closing prices of Citigroup Inc shares.
02

Start Calculating Averages

Starting from the 7th trading day, which in this case is the 14-Apr, add up the closing prices for the previous 7 days (including the current day) and divide by 7.
03

Continue with Averages

Continue with this process, moving forward one day at a time. So, for 15-Apr, add the closing prices from 8-Apr to 15-Apr (including), divide by 7. Repeat for all subsequent days.
04

Designate a Column for Averages

In the spreadsheet, designate a new column to represent the 7-day SMAs. Place each calculated average next to its respective end date. For example, the 7-day average calculated using data from 7-Apr to 14-Apr should be placed next to the 14-Apr row.
05

Complete the remaining averages

Repeat Steps 2 to 4 until you reach the end of your data (9-May). Remember not to calculate an average if there are fewer than 7 days worth of data remaining.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Spreadsheet Usage in Finance
The modern financial industry leverages the power of spreadsheets for an array of tasks from simple calculations to complex financial modeling. In finance, spreadsheets serve as an indispensable tool for analyzing data, making forecasts, budgeting, and tracking financial performance.

Due to their flexibility, spreadsheets enable users to store vast amounts of data and perform intricate calculations. They are particularly helpful in finance for performing time-series analysis, like tracking stock prices over a period. Spreadsheet functions allow users to apply formulas across data sets and derive metrics such as averages, which are essential for understanding trends.

For instance, financial analysts might use spreadsheets to calculate moving averages which smooth out price data to identify the trend direction of a stock. The exercise involving the calculation of the 7-day Simple Moving Average (SMA) is a prime example of how spreadsheets are used to analyze stock performance.
Stock Market Analysis
In stock market analysis, investors and analysts examine various data points and indicators to make educated decisions about buying, holding, or selling stocks. This analysis can be technical, using statistical trends based on historical data, or fundamental, focusing on a company's financials and market environment.

Stock market analysis often involves looking at price movements and trading volumes to gauge market sentiment. By using various financial tools and techniques, such as moving averages, analysts can filter out the 'noise' from short-term price fluctuations and identify longer-term trends. The data used in the exercise, the closing prices of Citigroup Inc over multiple days, is an essential input for this type of analysis.

Through detailed analysis of stock data like the one described, investors can strategize their entries and exits in the market, thus maximizing their potential returns and minimizing risks.
Simple Moving Average
The Simple Moving Average (SMA) is one of the most commonly used tools in stock market analysis. It is an arithmetic moving average calculated by adding the recent closing prices of a stock over a specified period and then dividing this total by the number of time periods.

The 7-day SMA, as outlined in our exercise, helps smooth out price data over a week and can indicate the short-term trend direction of a stock. While a rising SMA suggests an uptrend, a declining SMA indicates a downtrend. Moving averages like the SMA are often used as support and resistance levels, and their crossovers can signal potential market reversals. The step-by-step calculation of the SMA using a spreadsheet showcased in the exercise is an excellent example of applying this concept in practice.

Investors use SMAs to make decisions about market timing, and the SMA's simplicity makes it a favored tool among traders for setting up their trading strategies.

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Most popular questions from this chapter

Maria purchased \(1,000\) shares of stock for \(\$ 35.50\) per share in 2003 . She sold them in 2007 for \(\$ 55.10\) per share. Express her capital gain as a percent, rounded to the nearest tenth of a percent.

Use the following information posted at the end of the trading day on April 22 to answer Exercises 2–7. $$\begin{array}{|c|c|c|c|c|c|c|c|c|}\hline 52 \text {-week } & 52 {\text {-week }} & {} & {} & {} & {} & {\text { Sales of }} & {} & {} \\ \text { High } & {\text { Low }} & \text { Symbol } & \text { Stock } & \text { Last } & \text { Change } & 100 \text {s} & {\text { High }} & {\text { Low }} \\\ \hline \text { 151,650 } & {107,200} & \text {BRK/A} & \text {Berkshire} & {127,200} & \text { ?1000 } & {4.11} & {128,600} & {127,000} \\ {} & {} & {} & \text { Hathaway Inc } & {} & {} & {} & {} & {} \\ \hline {120.2} & {66.39} & \text{FCX} & \text{Freeport-McMoRan} & {118.65} & {3.51} & {147,540} & {120.06} & {116.64} \\ {} & {} & {} & \text{Copper & Gold Inc} & {} & {} & {} & {} & {} \\ \hline {63.69} & {46.64} & \text{MCD} & \text{McDonald’s} & {58.35} & {?0.55} & {106,077} & {58.77} & {57.42} \\ {} & {} & {} & \text{Corporation} & {} & {} & {} & {} & {} \\ \hline {266.81} & {112.11} & \text{PTR} & \text{PetroChina} & {137.19} & {+2.16} & {16,266} & {140.92} & {136.09} \\ {} & {} & {} & \text{Company Ltd} & {} & {} & {} & {} & {} \\\ \hline {39.63} & {27.51} & \text{TXN} & \text{Texas Instruments Inc} & {28.85} & {?1.74} & {288,012} & {29.64} & {28.38} \\ \hline {144.04} & {92.18} & \text{WBK} & \text{Westpac Banking} & {113.62} & {2.45} & {332.7} & {115.35} & {113.50} \\ {} & {} & {} & \text{Corporation} & {} & {} & {} & {} & {} \\\ \hline \end{array}$$ What was the difference between the 52-week high and 52-week low price for one share of PetroChina Company Ltd?

In Exercises 6–9, use the method illustrated in Example 2 to determine moving averages by subtraction and addition. Determine the 4 -day SMA for the ten consecutive trading day closing prices for International Business Machines Corp listed below. \(\$ 121.69, \$ 122.85, \$ 120.70, \$ 123.61, \$ 123.18\) \(\$ 122.03, \$ 122.82,5124.14, \$ 124.92, \$ 124.06\)

Ryan owns three-eighths of a florist shop worth \(\$ 76,000\) . What is the value of Ryan's share of the business?

Jon noticed that most traditional splits are in the form \(x\) -for-1. He says that in those cases, all you need do is multiply the number of shares held by \(x\) and divide the price ber share by \(x\) to get the post-split numbers. Answer Exercises \(8-9\) based on Jon's method. Jon also noticed that every traditional split ratio can be written in the form \(x\) -for-1. Examine how the 3 -for- 2 traditional split can be expressed as 1.5 -for- \(1 .\) $$\frac{3}{2}=\frac{x}{1} \rightarrow 3=2 x \rightarrow x=1.5$$ Express each of the following traditional split ratios as \(x\) -for-l. a. 5-for-4 b. 6-for-5 c. 5-for-2 d. 8-for-5

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