Trvalý odkaz Pridané používateľom Anonymný (bez overenia) dňa So, 12/14/2024 - 15:01
The largest number that rounds to 460 to the nearest ten is <br>
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465. When rounding to the nearest ten, we look at the digit in the <br>
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ones place. If it is 5 or greater<br>
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Statistics<br>
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<b><u>What is the formula for PF2?</u></b><br>
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<b>Asked by Wiki User</b><br>
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The formula for the compound containing one phosphorus atom and two fluorine <br>
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atoms, PF2, is PF2. In this compound, phosphorus has <br>
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a charge of +3 and each fluori<br>
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<b><u>Math and Arithmetic</u></b><br>
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<b>How many 6-number combinations are there for numbers <br>
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1-39?</b><br>
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<b>Asked by Wiki User</b><br>
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To calculate the number of 6-number combinations from a pool of numbers 1-39,<br>
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we can use the combination formula, which is nCr = n! / (r!(n-r)!).<br>
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In this case, <br>
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<b>Religion & Spirituality</b><br>
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<b>What is the difference between the opening verses of the two <br>
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Gospels?</b><br>
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<strong><u>Asked by Wiki User</u></strong><br>
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The opening verses of the two Gospels, Matthew and Luke, differ in their <br>
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focus and audience. Matthew's Gospel begins <br>
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with a genealogy tracing Jesus' lineage bac<br>
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<b>Math and Arithmetic</b><br>
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<b>List the 4 digit combinations made using 1 through 9?</b><br>
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Oh, isn't that just lovely? You can create so many beautiful combinations using the <br>
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numbers 1 through 9. Just think of all the possibilities waiting to <br>
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be disco<br>
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<u><i>Statistics are like clay of which you can make a good or devil as you please explain?</i></u><br>
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<b>Asked by Wiki User</b><br>
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Oh, statistics are just like a blank canvas waiting for you to create something beautiful with them!<br>
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You can use them to tell a positive story that uplifts and <br>
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<b>Mathematical Finance</b><br>
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<b>What is a number followed by 23 zeros called?</b><br>
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<u><strong>Asked by Wiki User</strong></u><br>
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Oh, dude, that's an easy one. So, a number followed by 23 zeros <br>
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is called a "septillion." Yeah, it's like a trillion, but with more zeros.<br>
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So, if you <br>
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Statistics<br>
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<u>What is the importance of statistics in geography?</u><br>
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<b><u>Asked by Wiki User</u></b><br>
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Statistics play a crucial role in geography by <br>
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providing tools to analyze and interpret spatial data.<br>
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Geographic information systems (GIS) heavily rely on stati<br>
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<strong><u>Business Plans</u></strong><br>
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<u><strong>How many 3 number combinations are there in the numbers 1 - 20?</strong></u><br>
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<b>Asked by Wiki User</b><br>
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Well, honey, there are 20 numbers to choose from for <br>
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the first digit, 19 for the second, and 18 for the third.<br>
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So, multiply those together and you get a total o<br>
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<u>Math and Arithmetic</u><br>
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<u>What is a 20 digit number called?</u><br>
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<b>Asked by Wiki User</b><br>
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Ah, a 20-digit number is called a "vigintillion." Isn't that <br>
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just a lovely word to say? It's like a cozy little cabin in the woods, nestled among the <br>
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<b>Math and Arithmetic</b><br>
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<b>What does digitization mean?</b><br>
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<b>Asked by Wiki User</b><br>
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In brief, the digitization of a document is the conversion of a paper document <br>
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into various digital formats. With the advent of digital technology, it is now po<br>
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<b>Math and Arithmetic</b><br>
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<b>How many 3 digits combinations can be made from 1234567890?</b><br>
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<b><u>Asked by Wiki User</u></b><br>
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To calculate the number of 3-digit combinations that can be made from the numbers 1-9, we can use the formula <br>
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for permutations. Since repetition is allowed, we <br>
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<b>Math and Arithmetic</b><br>
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<u><strong>How many even two digit numbers are there where the sum of the digits is 5?</strong></u><br>
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<strong>Asked by Wiki User</strong><br>
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To find the even two-digit numbers where the sum <br>
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of the digits is 5, we need to consider the possible combinations of digits.<br>
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The digits that sum up to 5 are (1<br>
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<u><b>Math and Arithmetic</b></u><br>
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<strong>How many combinations can you make with three numbers?</strong><br>
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<u><i>Asked by Wiki User</i></u><br>
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To calculate the number of combinations with three numbers, you <br>
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would use the formula for combinations, which is nCr = n! / r!(n-r)!.<br>
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In this case, n is the tot<br>
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<b>Math and Arithmetic</b><br>
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<b>How many thirds in four-sixths?</b><br>
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Well think about it. Thirds = broken into three pieces. So what could you multiply <br>
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3 by to get 6? _______. Take this answer and ask what you could multiply that<br>
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Statistics<br>
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<b><u>What is the mean of 1.2 1.4 1.5 1.7 2?</u></b><br>
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<strong><u>Asked by Wiki User</u></strong><br>
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Oh, what a lovely collection of numbers you have there!<br>
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To find the mean, you simply add them all up and then divide by <br>
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how many numbers there are. So, for thes<br>
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Statistics<br>
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<b>What is the probability of drawing a black card and a 7?</b><br>
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<i><u>Asked by Wiki User</u></i><br>
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To calculate the probability of drawing a black card and a 7 from a standard deck of 52 cards, <br>
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we first determine the total number of black cards and the number<br>
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<b><u>Math and Arithmetic</u></b><br>
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<u><strong>What if you have 2 modes in a math problem?</strong></u><br>
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<b>Asked by Wiki User</b><br>
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If you have two modes, you divide them by the amount there are.<br>
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A mode (the most frequently occurring number in a group of figures) is simply a statistic used t<br>
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<b><u>Math and Arithmetic</u></b><br>
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<strong><u>Why are unequal class intervals used in frequency distribution?</u></strong><br>
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<u><b>Asked by Wiki User</b></u><br>
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To make the graph symmetrical<br>
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The largest number that