# Introduction to VWAP

### What is it and why does it matter?

Volume-weighted average price [VWAP] is a dynamic, weighted average designed to more accurately reflect a
security’s true average price over a given period. Mathematically, VWAP is the summation of money
(i.e., Volume
x Price) transacted divided by the total volume over any time horizon, typically from market open to market
close.

Here’s an easy way to remember it: when you take a dollar-cost-average of several trades (that make up a total
position), you’re basically taking the VWAP — the ‘money-weighted’ average — of a finite number of (your)
trades. A given VWAP is essentially the dollar-cost-average of all traders’ transactions
for that security
across the entire day.

By putting more emphasis on higher volume candles (relative to the day’s total), the VWAP moves more during
periods of greater participation and therefore, greater importance. Simply put, it ‘speeds up’ during high
volume and ‘slows down’ for low volume — a dynamic way of accounting for the obvious truth that more money
traded means more market impact.

VWAP reflects the capitalist democracy of the market — where it’s one vote per share, not one vote per trader — more honestly describing the concept all traders implicitly accept: that the market is driven by large participants.

Institutions use it to objectively evaluate the execution quality of large trades, whereas independent traders
experience this as dynamic, otherwise hidden support and resistance occurring at
the VWAP (or associated
standard deviation bands).

Traditional moving averages (Simple, Exponential, etc.) are periodic, requiring the trader to set a number of
candles (periods) over which the average is calculated. Alternatively, VWAP is cumulative from a point in time
(such as the market open) to the hard right edge of the chart, typically resetting at market close. This makes
VWAP particularly unique in technical analysis as arguably the most intuitive
interpretation of ‘average price’ — “What is the average price for the day, regardless of how many minutes (or candles) have elapsed?”

VWAP is widespread throughout the institutional trading community, logical and intuitive in its construction,
and requires almost no user input.

The use of VWAP and its associated standard deviation bands illuminate areas of support and resistance that otherwise go unseen.

### Why VWAP?

Even in its simplest form, incorporating VWAP into your trading can further your ability to understand and analyze the markets.

#### Institutional traders use VWAP every day

VWAP is a holistic, dynamic benchmark universally understood and applied by institutions, and is the most
common benchmark used to determine transaction costs (and therefore, to judge institutional traders’
efficiency when executing a trade).

Institutional traders are — on a very fast and sophisticated level — tasked with achieving the most
favorable dollar-cost average of their positions. By contrasting trade execution (NOT the outcome of the
trade, just the entry price) with the security’s true average price (VWAP), an institution can objectively
gauge their traders’ performance.

But it’s not enough to merely know if an entry is above or below the benchmark — we need
a consistent
measurement of distance to the VWAP. Standard deviation bands are the most logical metric for this
task —
we can’t use dollar-distance (because some stocks are huge, and some are small), we can’t use
percent-distance (because some stocks typically move significantly, and others rarely do). Standard
deviations are a statistically valid method of gauging distance from the mean of a dataset, which in this
case is price’s distance from VWAP.

Because institutional traders are using this consistent benchmark and consistent distance measurement from
said benchmark, we watch the same levels for otherwise hidden support and
resistance. Simply put, if your
job (or bonus) were dependent on performance relative to VWAP — wouldn’t you watch it closely, too?"

#### Cumulative, not periodic

When you think about a market’s average price, are you **ever** asking that question with a fixed
periodicity?
That is to say, are you ever asking yourself “What is the average price over the last twenty bars?”

Odds are, you’re asking yourself a cumulative question — “What’s the average price of this stock for the
day?” — without respect to any silly, arbitrary number of bars. That’s because the human brain thinks in
terms of cumulative questions (such as “How have you been since we last saw each other?”, not “How have you
been for the last 20/50/200 hours?”). Nearly every other indicator is periodic (looking back at a fixed
number of bars), despite the intuitive nature of something cumulative like VWAP.

This chart depicts the significance each type of average applies to various bars within their calculations. SMAs treat every bar as uniformly-weighted, EMAs treat more recent bars with a heavier weight, and VWAPs are dynamic -- comparing the current bar’s volume to the total volume for the day.

### Simple Moving Average

##### Periodic Volume-Agnostic

### Exponential Moving Average

##### Periodic Volume-Agnostic

### Volume Weighted Average (VWAP)

##### Cumulative Volume-Weighted

#### No settings, timeframes, or tweaking

Almost all indicators require idiosyncratic adjustment to each chart, and then to each timeframe. Some
indicators work brilliantly on one chart but are completely useless on the next until calibrated, but not VWAP
— there’s one choice (and therefore no chance for traders to screw it up!) and frankly, that’s a good
thing.

There’s no 9-bar exponential VWAP. There’s no 21-bar simple VWAP. And as a result, you won’t
be watching an incorrect version — because there's only ONE true intraday average
price.

Interested in learning more? The free eBook that's included with our introductory toolkit explores everything
discussed above in much greater detail, as well as introducing some more advanced applications of VWAP that we
utilize every day.