In basic division you put the larger number first for example, it would be 8÷4. You have 8 cookies and you want to divide them among you 4 friends. Therefore the answer is 2 cookies per friend. For younger kids it wouldn't make sense to solve a question like you have 4 cookies and you want to divide them among 8 friends because odds are likely they will get confused. It is however 100% possible to divide like that it just takes you into fractions. Unless, that is what the question is asking. But if you are knew to dividing I am sure the question you are being asked will make you put the larger number first so you can divide it into smaller parts.
The smallest number would result from division. Divide using the smallest numbers first to achieve the smallest result: 2 / 3 / 4 / 7 is about equal to 0.024. Note that 7 / 4 / 3 / 2 yields something close to 0.292, which is not the smallest possible.
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Let the smaller number be S and the larger number L. The difference if L - S. Divide this difference into (say) three, then The first of the two intermediate numbers is S + (L-S)/3 The second of the two intermediate numbers is S + 2(L-S)/3
You put all the numbers in order(smallest to largest) then cross off the first the last then the second then the second to last and so on the middle number is the median.
Placing the smallest digit at the top and listing so the digits continue down to the largest number is to sort in ascending order, from, for example, 1 to 10.To place the numbers with the largest at the top and the smallest at the bottom is to sort in descending order, say from 10 to 1.These terms also apply to other sorted data, so a column of words, for example, might be sorted alphabetically in either ascending or descending order, with the first letters listed from A to Z, or from Z to A.
i dont know thats what im trying to find out
To find the largest number: Assume (temporarily) that the first number is the largest number. You might call this the "largest number found so far". Then, for each number after the first one, compare the number with the largest number found so far. If the new number in the list is larger, call that one the "largest number found so far". Repeat for each number. After processing all the numbers, the "largest number found so far" will simply be the largest number.For example, if your list is (5, 2, 8, -1), you start assuming that 5 (the first number in the list) is the largest number. You compare with 2 - "5" is still the largest number, since 2 is smaller. When you compare with 8, you find that 8 is larger, so you replace your "largest number" with 8. "-1" is smaller, so nothing changes. Since we processed the entire list, the largest number is now 8.You can do the same - mutatis mutandis - to find the smallest number.
The smallest number would result from division. Divide using the smallest numbers first to achieve the smallest result: 2 / 3 / 4 / 7 is about equal to 0.024. Note that 7 / 4 / 3 / 2 yields something close to 0.292, which is not the smallest possible.
If 0 can be counted as the first number, then the smallest number is 01358. If 0 cannot be counted as the first number, the the smallest number is 10358.
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There are an infinite number of different decimals. If you have the whole list, then-- The smallest one is the one with the most zeros after the decimal point,or the smallest digit after the zeros if there's a tie.-- The largest one is the one with the most nines after the decimal point,or the largest digit after the nines if there's a tie.If there are less than an infinite number of decimals on your list, then-- The smallest one is the one with the smallest digit after the decimal point,or if it's a tie, the smallest digit in the second place after the decimal point,or of that's a tie, the smallest digit in the third place after the decimal point . . . etc.-- The largest one is the one with the largest digit after the decimal point,or if it's a tie, the largest digit in the second place after the decimal point,or if that's a tie, the largest digit in the third place after the decimal point . . . etc.As soon as you find the largest, find the next largest the same way, byignoring the first largest and finding the largest of the ones that are left.As soon as you find the smallest, find the next smallest the same way, byignoring the first smallest and finding the smallest of the ones that are left.This whole thing feels like trying to explain how to eat a carrot or tie a shoe.
probably smallest to largest
Let the smaller number be S and the larger number L. The difference if L - S. Divide this difference into (say) three, then The first of the two intermediate numbers is S + (L-S)/3 The second of the two intermediate numbers is S + 2(L-S)/3
Read 2 numbers. If first is larger than second, display second, else display first. That's for the smallest. For the largest reverse the two. For each of the other two, it's easier to just create a variable, call it largest. Initialize it to a very small number, say -1. As you read each number, compare it to largest. If the number is larger than largest, set largest equal to the number. When you finish each list of numbers, then print largest. Best answer Read 2 numbers. If first is larger than second, display second, else display first. That's for the smallest. For the largest reverse the two. For each of the other two, it's easier to just create a variable, call it largest. Initialize it to a very small number, say -1. As you read each number, compare it to largest. If the number is larger than largest, set largest equal to the number. When you finish each list of numbers, then print largest.
The number on the bottom of the fraction bar is first, then divide that by the top number :)
You put all the numbers in order(smallest to largest) then cross off the first the last then the second then the second to last and so on the middle number is the median.
Placing the smallest digit at the top and listing so the digits continue down to the largest number is to sort in ascending order, from, for example, 1 to 10.To place the numbers with the largest at the top and the smallest at the bottom is to sort in descending order, say from 10 to 1.These terms also apply to other sorted data, so a column of words, for example, might be sorted alphabetically in either ascending or descending order, with the first letters listed from A to Z, or from Z to A.