{"id":76831,"date":"2022-01-01T03:18:06","date_gmt":"2022-01-01T00:18:06","guid":{"rendered":"https:\/\/gibq-eg.com\/?p=76831"},"modified":"2022-09-25T16:39:46","modified_gmt":"2022-09-25T13:39:46","slug":"live-stock-price-2","status":"publish","type":"post","link":"https:\/\/gibq-eg.com\/?p=76831","title":{"rendered":"Live Stock Price"},"content":{"rendered":"<p>The buying price of stock typically varies every day due to the market; stock bought at different periods in time will cost various amounts of capital. To compute the average price, divide the total purchase amount by the number of shares purchased to get the average price per share. For example, if <a href=\"https:\/\/dotbig.com\/\">https:\/\/dotbig.com\/<\/a> you buy shares for $10 the first time and more shares of the same stake for $6 next time. The average price of shares equals the total buying price divided by the total number of shares bought. The higher the stock&#8217;s price rises above the average price of your position, the more profit happens.<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"305px%\" alt=\"Stock Price Online\" \/><\/p>\n<p>U.S. stocks gave up gains Wednesday and slid into the red as the Federal Reserve delivered another outsized interest rate hike. 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\" width=\"300px%\" alt=\"Stock Price Online\" \/><\/p>\n<p>Use the tabs to find data on Price, Performance over a variety of time periods, Technical analysis summaries and key Fundamental information. During earnings season, earnings results of the key companies for the selected view stock quotes view are also available. For averaging down stock, the stock average down  calculator does need a little more effort. Investors must decide the path they will take on the average position, but each subsequent investment will change the breakeven point of the position, which the average cost is paid for the stock. An average price is a significant number, and it is easy to find out.<\/p>\n<h3>Interest Rate Derivatives<\/h3>\n<p>&#8220;There&#8217;ll be no soft landing. I can say that with absolute certainty, because I know how the markets work.&#8221; Warren Buffett&#8217;s mentor, Benjamin Graham, has been quoted as saying <a href=\"https:\/\/dotbig.com\/markets\/stocks\/GOOG\/\">https:\/\/dotbig.com\/markets\/stocks\/GOOG\/<\/a> &#8220;In the short run, the market is a voting machine but in the long run, it is a weighing machine.&#8221; Sell-side analysts have a strong bias towards giving a &#8220;buy&#8221; recommendation.<\/p>\n<p>The stock average calculator helps to do all the calculations easily and fast. But over long periods of time, the stock market will recognize a company&#8217;s consistent long term performance and adjust accordingly. Quality companies will continue to generate outsized earnings and reinvest into growth, or pay dividends for the long-term. Intraday Data provided by <a href=\"https:\/\/finviz.com\/forex.ashx\" rel=\"nofollow\">Forex news<\/a> FACTSET and subject to terms of use. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. Its baseline value at this time was established at a level of 250 points; in 1994 the Nasdaq 100 was divided and its baseline value was halved as a result.<\/p>\n<ul>\n<li>The average price is seldom used in determining a bond&#8217;s yield to maturity.<\/li>\n<li>Successful investors like Warren Buffett suggest that investors should focus on long-term fundamentals of companies, rather than the day to day fluctuations of the market.<\/li>\n<li>Whether you\u2019re looking for analyst ratings, corporate buybacks, dividends, earnings, economic reports, financials, insider trades, IPOs, SEC filings or stock splits, MarketBeat has the objective information you need to analyze any stock.<\/li>\n<li>To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer.<\/li>\n<\/ul>\n<p>MarketWatch\u2019s daily rundown of major gainers and decliners in the U.S. stock market. Like the Swiss Market Index , the Nasdaq 100 is a price index. The shares included in it are weighted <a href=\"https:\/\/dotbig.com\/markets\/stocks\/GOOG\/\">GOOG stock<\/a> according to market capitalization; the index level represents the average of the shares included in it. Dividend payments are not considered when calculating the index.<\/p>\n<h2>Latest News<\/h2>\n<p>I understand the dynamics of the market as far as its ups and downs, and have ridden them out before. It has come to the attention of the Exchange that certain persons and \/ or entities have been circulating communications soliciting offer to purchase \/deal in the shares of the <a href=\"https:\/\/dotbig.com\/\">dotbig broker<\/a> Exchange while such shares are unlisted. In this regard, it should specifically be noted that such communications have not been directly or indirectly solicited or prompted by the Exchange, nor does the Exchange endorse communications of such nature in any manner whatsoever.<\/p>\n<p>Any offer or solicitation pursuant to such communications should be carefully evaluated with respect to their legality as well as the risks involved in the same. It <a href=\"https:\/\/dotbig.com\/markets\/stocks\/GOOG\/\">https:\/\/dotbig.com\/markets\/stocks\/GOOG\/<\/a> should be specifically noted that any person who chooses to participate in any transaction pursuant to such communications , does so entirely at their own risk.<\/p>\n<h3>Live Ventures Stock Plummets After Disclosing Sec Filed Charges<\/h3>\n<p>By David French &#8211; Wall Street&#8217;s main indexes plunged into negative territory immediately after the Federal Reserve announced an expected large hike in interest rates on&#8230;  Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements.<\/p>\n<h3>The Source For Free Stock Market Prices, Quotations &amp; Charts<\/h3>\n<p>Still, it helps to reduce their overall risk because this approach helps level out any of the market&#8217;s volatility. When investors or traders buy shares at different prices, they want to know the average price, and then investors decide that the stock is a profitable purchase. In basic mathematics, the average price is a typical example of a range of prices. It is computed by taking the sum of the total  cost spent and dividing it by the number of shares. The average price reduces the stock into a single value, and the price is compared to previous prices to determine if the value is higher or lower than what would be expected. Using the average down calculator, the user can calculate the stock&#8217;s average price if the investor bought the stock differently and with other costs and share amounts.<\/p>\n<h2>Nasdaq11,333 42<\/h2>\n<p>In the stock market, averaging the stock price is necessary to minimize the massive loss in trading or investing. We have a stock forecast section on every company that shows analyst price targets, analyst stock predictions related to revenue and earnings, and analyst stock ratings. At WallStreetZen, we incorporate analyst ratings and analyst stock forecasts <a href=\"https:\/\/dotbig.com\/\">dotbig forex<\/a> into our fundamental analysis model and due diligence checks. \u00a9 2022 Market data provided is at least 10-minutes delayed and hosted by Barchart Solutions. Information is provided &#8216;as-is&#8217; and solely for informational purposes, not for trading purposes or advice, and is delayed. To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The buying price of stock typically varies every day due to the market; stock bought at different periods in time will cost various amounts of capital. To compute the average price, divide the total purchase amount by the number of&hellip;<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"post_series":[],"_links":{"self":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76831"}],"collection":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=76831"}],"version-history":[{"count":1,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76831\/revisions"}],"predecessor-version":[{"id":76833,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76831\/revisions\/76833"}],"wp:attachment":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76831"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=76831"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=76831"},{"taxonomy":"post_series","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fpost_series&post=76831"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}