Realty Income Capital Expenditure Trend

O -- USA Stock  

USD 53.28  0.42  0.79%

This module enables investors to look at Realty Income various fundamental indicators over time in order to gain insight into the company future performance. Macroaxis historical fundamental analysis tools allow evaluation of not only typical financial statement drivers such as Consolidated Income of 335.1 M or Cost of Revenue of 65.1 M, but also many exotic indicators such as Interest Coverage of 40.3635 or Long Term Debt to Equity of 0.872. This module is a perfect complement to use when analyzing Realty Income Valuation or Volatility. It can also complement various Realty Income Technical models. Additionally take a look at analysis of Realty Income Correlation with competitors.
Showing smoothed Capital Expenditure of Realty Income Corporation with missing and latest data points interpolated. A component of Net Cash Flow from Investing representing the net cash inflow (outflow) associated with the acquisition & disposal of long-lived, physical & intangible assets that are used in the normal conduct of business to produce goods and services and are not intended for resale. Includes cash inflows/outflows to pay for construction of self-constructed assets & software.
Capital Expenditure10 Years Trend
Decreasing
Slightly volatile
 Capital Expenditure 
      Timeline 

Regression Statistics

Arithmetic Mean (838,882,525)
Coefficient Of Variation (58.49)
Mean Deviation  416,637,635
Median (971,693,000)
Standard Deviation  490,693,786
Range  1,385,353,824
R Value (0.90)
R Squared  0.80
Significance  0.00003284
Slope (112,988,522)

Realty Income Capital Expenditure Over Time

2016-12-31 (1,212,609,000) 
2017-12-31 (1,212,609,000) 
2018-12-31 (1,426,598,824) 

Other Fundumenentals

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Upcoming Events

Realty Income Upcoming Company Events
Upcoming Quarterly ReportFebruary 22, 2017
Next Earnings ReportApril 25, 2017
Additionally take a look at analysis of Realty Income Correlation with competitors. Please also try Portfolio Optimization module to compute new portfolio that will generate highest expected return given your specified tolerance for risk.