Understanding Personal Numerology How to Calculate Your Name Number
Hi. I'm Carmen Lynne with Expert Village. And, we're are discussing numerology. We're back again with Lou. Okay. So, Lou, we're going to calculate your name number. And, what is the name that you usually use My friends call me Lou, but I usually go by Louis. So, is Lou more the name that you usually use Yeah. Okay. That's great. So, Lou Nathan. So, Lou, I'm going to write down your name here. LOU NATHAN. Fabulous. So, the reason I've written it like that to allow it with spaces is because each letter has.
A number associated with it. Interesting. Okay. I'm going to show you the chart in a moment where you can calculate your own name, watchers and listeners. So, L is 3. O is 6. U is 3. N is 5. I just happen to know all of these because I've been doing this for so many years. I've memorized them all. H is 8. A is 1. N is 5. Great. So, what we then do, is we add them together like you saw in my last demonstration. 3 plus 6 plus 3. Twelve.
That's going to give us 12. Excellent. And, we do add the first and last names together separately because than that gives you an idea of if you were to just use your first name what kind of a number that would give you or if you were to use your whole name. Okay. So, Nathan, that's 5 plus 1, 6 plus 2, 8 plus another 8, 16 plus 1, 17 plus 5 is, 17 plus 5 Twentyone. Actually, that's 17 plus 5 is 22. You've got to be good at.
Math to be a numerologist too. That's right, isn't it 17 plus 5. I want to check this to make sure I don't get it wrong. Yeah. Okay, good. So, now, we're going to reduce again. 1 plus 2 is 3. 2 plus 2 is 4. 3 plus 4, and, by the way, this is also, 22 is what they call a master number. And, those have special qualities to them. It's a good thing by the way. Thank God, we got a good thing, Carmen. Yeah. Thank you. Definitely. I knew I'd like.
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Atomic Number and Mass Number Chemistry Fuse School
When you look at the periodic table you will see that each element has its own box, and within that box, you will find two numbers. The atomic number, or proton number, and the mass number, but what do these numbers mean The atomic number has the symbol 'z', this number tells you how many protons are in one atom of an element. The number is always the same for all atoms of a particular element. Atoms of different elements have different atomic numbers, meaning they have different numbers of protons.
For example, an atom of Hydrogen has an atomic number of 1 because it has 1 proton, but an atom of Oxygen has and atomic number of 8 because it has 8 protons. The next number we look at is the mass number. The mass number has the symbol A. This mass number tells you how many protons AND neutrons are in one atom of an element. We need to remember that Protons and Neutrons each have a relative mass of 1 and that Electrons are so small, that their mass does not need to considered in the mass number of an atom.
So if we know the mass number of an element, and we know the atomic number we can calculate the number of Neutrons in an atom of a particular element. So the Mass Number The Atomic Number the Number of Neutrons Mass Number protons neutrons So if we take oxygen, Oxygen has a mass number of 16 and an atomic mass of 8, how many neutrons does it have Remember Mass Number protons neutrons We can rearrange this to show that Neutrons Mass Number Atomic Number Neutrons 16 8.
Understanding Personal Numerology How to Calculate Your Birth Number
Hello. I'm Carmen Lynne with Expert Village. And, we're talking today about numerology. And, today, I'm going to demonstrate to you how to calculate your birth number. So, my friend, Lou, popped in and offered to be the subject for this demonstration. Hi, everybody. Thank you, Lou. Thank you, Carmen. How are you Good. Good. So, Lou is going to tell us what his birthday is and from that I'm going to demonstrate to you how to calculate his birth number. So, Lou, what is your birthday February 28, 1954. Okay. So, I'm going to.
Show you how to do this. Okay. So, we have February 28, 1954. So, February is 2, the second month. We have 28. And we have 1954. So, how numerology works is you keep adding together. So, 2, that's just one digit. 28 is 2 plus 8. 1954 is 1 plus 9 plus 5 plus 4. What do these equal 2 is 2. 2 plus 8 equals 10. 1 plus 9 plus 5 plus 4. What does that equal 1 plus 9 is 10 plus 5 is 15 plus 4 is 19. 19. And, then we keep adding again.
We've got 2. We've got 10. And, we've got 19. 2 is 2. 10, 1 plus 0, 1. Okay. 1 plus 9. What's one plus nine 10. Good. Thank you, Lou. You're good at math. And then, okay, we keep adding for the final time. We've got 2. We've got 1. 1 plus 0, what is that One. Excellent. So, now we have our final three numbers. 2 plus 1 plus 1. And, that equals Three. Four. Excuse me. I know that was a deliberate mistake. Okay. So, 4. We have discovered.
Understanding Personal Numerology How to Calculate Your Soul Number
Hi. I'm Carmen Lynne with Expert Village. And now, we're going to talk about your soul number, not only how to calculate it, but what does it mean. Well, your soul number, it's based on the vowels in your name. So, it's really telling you who is the real you, the inner you, the hidden you. Would you like to find that out, Lou Oh, I can't wait. So, does this mean that the soul number that I can find my soul mate through this number or is this just about me. It's really just about you. Okay. Wow. Okay. But, you could.
Use it to find your soul mate, if you wish, along with all the other things one can use. Now, let's know about my inner soul. I can't wait. Please. Okay. Good. So what we're going to do is we're going to use what we've already discovered about Lou's name and all the numbers contained within it. And, we're going to just pull out all the vowels. So, the vowels we've got is O that's 6, U 3, A 1, and A another 1. So, we've got 6 plus 3 plus 1 plus 1. That.
Equals. So, you just pull out all the vowels. Exactly. You pull out all the vowels and you get 9, 10, 11. Eleven equals two. So, Lou's soul is all about partnership. That's the second time that happened that what you did came out to eleven and two. Came down to eleven and two. Isn't that interesting I love it when you get those sort of patterns happening and numbers reappearing. So, we've had the eleven and the two. Also, they're Lou's maturity number. So, these things that you're striving for in the second half of your life, Lou,.
Understanding Personal Numerology How to Calculate Your Maturity Number
Hi. I'm Carmen Lynne with Expert Village. And now, we're going to talk about how to calculate your maturity number. Now, the maturity number's very important and particularly if you're over the age of fifty. That's me. You're over the age of fifty Yeah. That's right. I'm mature. Great. So, what we'll do then, is we will calculate Lou's maturity number based on what we've already discovered. We've discovered that he is, his birth date equals the number four. And then, we discovered that his name equals the number seven. So, when.
We calculate the maturity number, what we do is we take the birth date number which is four, the name number which is seven, and we add them both together. And, we get eleven. Now, eleven is a great number because it's actually a master number. There are two master numbers being eleven and twentytwo. Lou has both of them in his chart. What happens if you double eleven, eleven It's twentytwo, too. So, isn't that double the fun Double the fun. Double your pleasure. Oh no, I'm not going to a commercial right now. Okay.
Anyway, one plus one, however, equals two. So, your maturity number is two. So, what does that mean Well, the maturity number is telling you what you're going to be working on in the second half of your life. It's the things that you need to bring into your life for the second half of it to really make sure that your life is complete, that you're bringing all the aspects that you need. Do tell me, please. Do you remember what I said about the two Do you remember what I said about the aspects of two You basically said that.
It was a little powerful and that it's still growing. It's still growing. The number two is basically about partnership. Oh, okay. Yes. So, that might be what you're bringing into your life in the second half of your life that aspect of partnership, that aspect of working together with people to create something wonderful. Okay So, as I said, the maturity number is a very important number particularly, even if you're under fifty, because you'll know that this is something that you'll be working towards in the later stages of your life. Okay. So, now, in the next clip, we'll be right back to calculate.
Percentage of a whole number Decimals PreAlgebra Khan Academy
Let's see if we can figure out what 30 of 6 is. So one way of thinking about 30 this literally means 30 per 100. So you could view this as 30100 times 6 is the same thing as 30 of 6. Or you could view this as 30 hundredths times 6, so 0.30 times 6. Now we could solve both of these, and you'll see that we'll get the same answer. If you do this multiplication right over here, 30100 and you could view this times 61 this is equal to 180100.
And let's see. We can simplify. We can divide the numerator and the denominator by 10. And then we can divide the numerator and the denominator by 2. And we will get 95, which is the same thing as 1 and 45. And then if we wanted to write this as a decimal, 45 is 0.8. And if you want to verify that, you could verify that 5 goes into 4 and there's going to be a decimal. So let's throw some decimals in there. It goes into 4 zero times.
So we don't have to worry about that. It goes into 40 eight times. 8 times 5 is 40. Subtract. You have no remainder, and you just have 0's left here. So 45 is 0.8. You've got the 1 there. This is the same thing as 1.8, which you would have gotten if you divided 5 into 9. You would've gotten 1.8. So 30 of 6 is equal to 1.8. And we can verify it doing this way as well. So if we were to multiply 0.30 times 6 let's do that.
Converting from decimal to binary Applying mathematical reasoning PreAlgebra Khan Academy
Let's see if we can get some experience converting from a decimal representation to a binary representation. Let's start with the fairly straightforward example with a fairly low number. Let's see if we can convert the number 13 in decimal to binary. And I encourage you to pause the tutorial, and try to work through it out on your own. So I'm assuming you had a go at it. So the key here is to see if you can deconstruct the number 13 as the sum of powers of two. And then it becomes very straightforward.
To represent it in binary. Because in binary, you're essentially saying, well what powers of two do you need to make up this number. So let's just write the powers of two here, just to remind ourselves. And I'll go until we go right above 13. So two to the zero is equal to one, Two to the first is equal to 2. Two squared is equal to four. Two to the third is equal to eight. Two to the fourth is equal to 16. So now, I'm above 13, so I have all the powers of two that I need to construct 13.
So what's the largest power of two, that is less than or equal to 13 Well, 16's too large, well it would be eight. So I could rewrite 13 as eight plus five. Now five is not a power of two, so I have to keep deconstructing that. What's the largest power of two, that is less than or equal to five We see it right over here, it's four. So let me rewrite that, it's eight plus, instead of writing five, I'll write four plus one, and then the good thing is at one as a power of two.
We already see is the largest power of two that is less than or equal to it is one. This already is a power of two. So I now have rewritten this as the sum of powers of two. Notice this is two to the third power. This is two squared, and this is two to the zero power. Or I could write it like this. I have 1 eight, clearly. I have 1 four, and I have 1 one. So I can add these two, I can add these three together.
13 could be considered 1 eight plus 1 four plus 1 one. Why is that helpful Well now, let's go in to binary mode. And think about what each of the place values represent. So, this is the ones place, that's the ones place. And then we can go to the twos place. Every time we go to the left, each place we multiply by two. It's the next power of two. Then we go to the fours place, fours place. And then we go the eights place, eights. In binary I only have two digits, zero and one.
So I either have zero of a place or I have one of it. So let's go through it. How many ones do I have Well I have 1 one, so I write that there. How many twos do I have Well in this representation I don't have any twos. I have an eight, I have a four and a one. So I'm gonna put I have 0 twos. How many fours do I have Well I have 1 four. And how many eights do I have Well I have 1 eight.
What is a lucky number Numberphile
RIA SYMONDS Number 31 is a Mersenne prime, but we're not going to talk about why it's Mersenne today. We're going to look at why it's a truly lucky number. I'm going to start off with a whole bunch of numbers to begin with. I've listed the numbers 1 just up to 58. OK, now I'm going to use an algorithm that sieves out my numbers to ensure that I only get lucky numbers. So to begin with, I'm going to eliminate every other number from my list. So I start with number 1, and we're going to get rid of.
Every other one from there on. So 2's gone, 4's gone. So all of my even numbers, you can see, are going. These are unlucky in terms of my mathematical algorithm. Now I'm going to start eliminating more numbers by going on to the next step of my algorithm. Now, a second iteration, so I look at the second number in the terms that I've got left. So my second number is 3. Because it's 3, I'm now going to start eliminating every third number. So that's my first number, 1.
3 is my second number. 5 would be the third number, so we get rid of 5. 1, 2, 3. W get rid of 11. OK, so at the moment, 1 and 3 are both safe. They're lucky numbers. We carry on with the algorithm. The next number I need to look at is number 7. So now number 7 tells me how many numbers I need to get rid of, eliminate. I would eliminate every 7th number. So we start from the beginning. 1, 2, 3, 4, 5, 6, 7.
1, 2, 3, 4, 5, 6, 7. We move on to our next number, 9. So I now start eliminating every 9th number. So our first lots of lucky numbers are 1, 3, 7, 9, 13, unlucky for some. 15, 21, 25, and 31, our special number. BRADY HARAN Tell me something else about 31, can you RIA SYMONDS I can. 31 is a pentagonal number. Do you know what that means I have 26, 27, 28, 29, 30, 31. So on the fourth iteration, we get our pentagonal number, 31.
Finding a percentage Decimals PreAlgebra Khan Academy
Let's give ourselves a little bit of practice with percentages. So let's ask ourselves, what percent of I don't know, let's say what percent of 16 is 4 And I encourage you to pause this tutorial and to try it out yourself. So when you're saying what percent of 16 is 4, percent is another way of saying, what fraction of 16 is 4 And we just need to write it as a percent, as per 100. So if you said what fraction of 16 is 4, you would say, well, look, this is the same thing as 416,.
Which is the same thing as 14. But this is saying what fraction 4 is of 16. You'd say, well, 4 is 14 of 16. But that still doesn't answer our question. What percent So in order to write this as a percent, we literally have to write it as something over 100. Percent literally means per cent. The word cent you know from cents and century. It relates to the number 100. So it's per 100. So you could say, well, this is going to be equal to question mark over 100, the part of 100.
And there's a bunch of ways that you could think about this. You could say, well, look, if in the denominator to go from 4 to 100, I have to multiply by 25. In the numerator to go from I need to also multiply by 25 in order to have an equivalent fraction. So I'm also going to multiply by 25. So 14 is the same thing as 25100. And another way of saying 25100 is this is 25 per 100, or 25. So this is equal to 25. Now, there's a couple of other ways.
You could have thought about it. You could have said well, 416, this is literally 4 divided by 16. Well, let me just do the division and convert to a decimal, which is very easy to convert to a percentage. So let's try to actually do this division right over here. So we're going to literally divide 4 by 16. Now, 16 goes into 4 zero times. 0 times 16 is 0. You subtract, and you get a 4. And we're not satisfied just having this remainder. We want to keep adding zeroes to get a decimal answer right over.
Here. So let's put a decimal right over here. We're going into the tenths place. And let's throw some zeroes right over here. The decimal makes sure we keep track of the fact that we are now in the tenths, and in the hundredths, and in the thousandths place if we have to go that far. But let's bring another 0 down. 16 goes into 40 two times. 2 times 16 is 32. If you subtract, you get 8. And you could bring down another 0. And we have 16 goes into 80.
Solving Math Problems How to Find the Reciprocal of a Whole Number
This is Nancy ET Johnson, mathematics teacher, and this is how to find the reciprocal of a whole number. Reciprocals are normally thought of as the number that you need to multiply times a fraction to get an answer of one. So for example, two thirds times three halves is equal to six over six which is one. Or, five eighths times eight fifths equals forty over forty which is also one. So eight fifths is the reciprocal of five eighths, and vice versa, and three halves is the reciprocal of the two thirds, and vice versa. But we.
Want to know how to find the reciprocal of a whole number. What number times three is going to be equal to one Well, if we change three into a fraction, three over one, we can easily see that we would need one over three in order to get three thirds which is one. So the reciprocal of three over one is one over three, the whole number three has a reciprocal of one third. As another example we could take the number eight again, we could always change a whole number into a fraction by putting a one underneath it because it.
Understanding Personal Numerology How To Calculate Your Name Number
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