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	<title>Online casino archivos - Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</title>
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	<title>Online casino archivos - Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</title>
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		<title>What is Multiplication? Definition, Symbol, Properties, Examples</title>
		<link>https://cafe.uy/what-is-multiplication-definition-symbol-3/</link>
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		<pubDate>Thu, 15 Jun 2023 20:53:48 +0000</pubDate>
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					<description><![CDATA[<p>Multiplication is one of the four basic arithmetic operations, with the other three being subtraction, addition, and division. Learning how to multiply is a necessary aspect of studying mathematics. Learning how to multiply largely involves memorizing a multiplication chart, also referred to as a times table or multiplication table. Modern electronic computers and calculators have [&#8230;]</p>
<p>La entrada <a href="https://cafe.uy/what-is-multiplication-definition-symbol-3/">What is Multiplication? Definition, Symbol, Properties, Examples</a> se publicó primero en <a href="https://cafe.uy">Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</a>.</p>
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										<content:encoded><![CDATA[<p>Multiplication is one of the four basic arithmetic operations, with the other three being subtraction, addition, and division. Learning how to multiply is a necessary aspect of studying mathematics. Learning how to multiply largely involves memorizing a multiplication chart, also referred to as a times table or multiplication table.</p>
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" width="308px" alt="Multiplier symbols"/></p>
<p>Modern electronic computers and calculators have greatly reduced the need for multiplication by hand. When adding two or more  numbers, use the plus symbol to indicate that you are combining them. For example, 6 + 3 means you&#8217;re adding positive number 6 and positive number 3 together. You can also include the plus symbol before a number to indicate that the number is positive, although this is typically redundant — a number on its own is assumed to be positive. Writing «+3» is nonetheless a way of making clear that you&#8217;re referring to positive 3. Common math symbols give us a language for understanding, well, everything from budgeting to the nature of reality itself.</p>
<p>For more complicated math expressions, the fraction symbol appears as a long horizontal line separating the numerator and denominator. The greater than or equal to symbol (≥) and the less than or equal to symbol (≤) combine the greater than and less than symbols with the equals symbol. They&#8217;re used to, you guessed it, show when two values are <a href="https://www.gclub.online/roasty-mcfry-and-the-flame-busters-slot-review/">https://www.gclub.online/roasty-mcfry-and-the-flame-busters-slot-review/</a> greater (or less) than or equal to each other. This symbol is not very common in everyday usage, and it&#8217;s most prevalent in equations when one or more quantities is unknown. For example, in the equation X ≥ 3, we know that X can be 3 or any number greater than 3. In this case, 3 ≥ 3 is a true statement, as is 4 ≥ 3, as is 5 ≥ 3, and so on.</p>
<p>These are the steps to insert this and any other symbol into Google Docs. Below is a detailed step-by-step guide you may use to type the Symbol for Multiplication with your keyboard. Multiplier is a gambling term most often used by video slot and slot machine players. The term refers to the game’s mechanics present in video slots that, as the name suggests, multiply your payouts.</p>
<p>These work by adding a prize multiplier to each consecutive win you hit on the reels. For each consecutive win, the multiplier will rise, typically from 1x to 2x, 3x, 4x and so on. The multiplier is attached to the total of ALL line wins on that spin. Some slots on the market use progressive multipliers, or Multiplier Meters. They&#8217;re a throwback to old-school UK fruit machines, where each win bags you bigger and bigger multipliers.</p>
<ul>
<li>Indeed, multiplication by 3, followed by division by 3, yields the original number.</li>
<li>This notation can be used whenever multiplication is known to be power associative.</li>
<li>The symbol used to represent multiplication is a cross sign (×).</li>
<li>This analysis is routinely applied in physics, but it also has applications in finance and other applied fields.</li>
</ul>
<p>Another example would be multipliers during the free spins feature. Depending on the design of the slot, multipliers can remain active throughout the entire duration of the free spins feature and reset only after you get back to base gameplay. Some are only active during base gameplay — the best example would be the multipliers that get activated alongside the cascading reels feature. However, the moment you miss to land a winning combination, the multiplier will reset. To conclude, you need to note that multiplication is one of the four pillars of arithmetic.</p>
<p>We need to take care here of the position of decimal (.), after multiplication. Multiplication on a number line means to apply the multiplication operation on a given set of numbers through a number line. A number line is a visual representation of numbers on a straight line. We know that multiplication is also known as repeated addition. So, to perform multiplication on a number line, we start from zero and move towards the right side of the number line for the given number of times.</p>
<p>Multiplication is the fundamental operation of mathematics that is equal to the repetitive addition of any number. Suppose if we have to find the sum of 7 added to itself 5 times then we simply find the product of 7 × 5 and that gives the required answer. The method of finding the product of decimals is the same as multiplying the integers.</p>
<p>This means whatever you make in the feature is multiplied by three. A slot might double any winning payline  that&#8217;s formed with a Wild, or increase the multiplier if you hit two or three Wilds in a payline. “Practice makes a man perfect,” you must have heard this a lot in your life especially in middle school. Fortunately, this very statement is what made me a master of multiplication.</p>
<p>You&#8217;ll find a comprehensive list of free-play slots at VegasSlots.co.uk where you can enjoy online slots with multipliers. Give one a try for free first, then make a deposit to really help your bankrolls. Multiplication strategies are different ways in which multiplication can be learned.</p>
<p>Without these, it is not possible to enter professional life as it is required in every race of life. The signs of multiplications and their importance can never be neglected. This can greatly enhance your multiplication learning process. According to studies, a learner of beginner level learns a subject 80% more easily when compared with everyday life. With the knowledge of different multiplication signs, you also need to know the appropriate places to use them.</p>
<p>La entrada <a href="https://cafe.uy/what-is-multiplication-definition-symbol-3/">What is Multiplication? Definition, Symbol, Properties, Examples</a> se publicó primero en <a href="https://cafe.uy">Cafe.uy | Maquinas expendedoras de bebidas, snacks, calientes</a>.</p>
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