Broker-dealer and Rate of return: Difference between pages

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imported>Doug Williamson
(Updated.)
 
imported>Doug Williamson
(changed Periodic to per period)
 
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A market participant which undertakes proprietary trading, as well as acting as an intermediary.
The investor's return on an investment, expressed as a proportion of the amount invested.


Most commonly expressed as a percentage.


In the UK, the term 'broker-dealer' is often used interchangeably with a 'designated investment firm' as recognised by the Prudential Regulation Authority (PRA).


<span style="color:#4B0082">'''Example'''</span>


As at December 2019, the PRA recognised eight designated investment firms:
GBP 1 million is invested.


*Barclays Capital Securities Limited
GBP 1.03 million is repayable at the end of the period.
*Citigroup Global Markets Limited
 
*Credit Suisse Securities (Europe) Ltd
 
*Goldman Sachs International
The rate of return per period (r) is:
*Merrill Lynch International
 
*MUFG Securities EMEA plc
r = (End amount / Start amount) - 1
*Morgan Stanley & Co. International Plc
 
*Nomura International Plc
Which can also be expressed as:
 
r = (End / Start) - 1
 
''or''
 
r = <math>\frac{End}{Start}</math> - 1
 
 
= <math>\frac{1.03}{1}</math> - 1
 
= 0.0300
 
= '''3.00%'''




== See also ==
== See also ==
* [[Big Bang]]
* [[Periodic]]
* [[Broker]]
* [[Periodic rate]]
* [[Dealer]]
* [[Real return]]
* [[Designated investment firm]]
* [[Return]]
* [[Interdealer broker]]
* [[Yield]]
* [[Investment bank]]
 
* [[Price discovery]]
[[Category:Corporate_finance]]
* [[Proprietary trading]]
* [[Prudential Regulation Authority]]
* [[SMF participant]]

Revision as of 16:51, 19 November 2015

The investor's return on an investment, expressed as a proportion of the amount invested.

Most commonly expressed as a percentage.


Example

GBP 1 million is invested.

GBP 1.03 million is repayable at the end of the period.


The rate of return per period (r) is:

r = (End amount / Start amount) - 1

Which can also be expressed as:

r = (End / Start) - 1

or

r = <math>\frac{End}{Start}</math> - 1


= <math>\frac{1.03}{1}</math> - 1

= 0.0300

= 3.00%


See also