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What number has 8 thousand 4 fewer hundreds than thousands 1 more tens than thousands and 5 more ones than hundreds?

To solve this problem, we need to break down the number into its place values. Let's denote the number as ABCD, where A is the thousands place, B is the hundreds place, C is the tens place, and D is the ones place. From the given information, we can form the following equations: B = A - 4, C = A + 1, and D = B + 5. By substituting the first equation into the second and third equations, we get C = (B + 4) + 1 = B + 5. Therefore, the number is 6953.


Place value of a number?

From AAA math:Numbers, such as 495,784, have six digits. Each digit is a different place value.The first digit is called the hundred thousands' place. It tells you how many sets of one hundred thousand are in the number. The number 495,784 has four hundred thousands.The second digit is the ten thousands' place. In this number there are nine ten thousands in addition to the four hundred thousands.The third digit is the one thousands' place which is five in this example. Therefore there are four sets of one hundred thousand, nine sets of ten thousand, and five sets of one thousand in the number 495,784.The fourth digit is called the hundreds' place. It tells how many sets of one hundred are in the number. The number 495,784 has seven hundreds in addition to the thousands.The next digit is the tens' place. This number has are eight tens in addition to the four hundred thousands, nine ten thousands, five thousands and seven hundreds.The last or right digit is the ones' place which is four in this example. Therefore there are four sets of one hundred thousand, nine sets of ten thousand, five sets of one thousand, seven sets of one hundred, eight sets of ten, and four ones in the number 495,784.


What is the relationship between the 6s in the number 7 664?

The 6s in the number 7,664 are in the hundred and the tenth spot.


What is the answer of 5363.4 the name of each decimal place indicated?

5 is in the thousands position. the 3 to the left is in hundreds. the 6 is in the tens position. the second 3 is in the units position. the 4 is in the tenths position


2465 rounded to the nearest thousands is?

Oh, dude, rounding 2465 to the nearest thousands is like, super easy. You just look at the hundreds place, which is 4, and since it's less than 5, you keep the thousands place as it is. So, 2465 rounded to the nearest thousands is 2000. Easy peasy, lemon squeezy.

Related Questions

What is the relationship between 6s in the number 6647?

The relationship between the 6's in the number is the first 6 is the thousands digit and the second 6 is the hundreds digit.


What is the relationship between the 6s in the number 6647?

The relationship between the 6's in the number is the first 6 is the thousands digit and the second 6 is the hundreds digit.


Is this correct- millions of thousands?

No. You could say Hundreds of thousands. The first # must be smaller than the second #.


What is the relationship between the 6's in 6647?

The first 6 in the number is in the thousands place (6,000), and the second 6 is in the hundreds place (600).


How do you write 1807 in word form?

One thousand, eight hundred and seven. The first number is the thousands, the second number is the hundreds, the third number is the tens (since its 0, there are none)


What number has 8 thousand 4 fewer hundreds than thousands 1 more tens than thousands and 5 more ones than hundreds?

To solve this problem, we need to break down the number into its place values. Let's denote the number as ABCD, where A is the thousands place, B is the hundreds place, C is the tens place, and D is the ones place. From the given information, we can form the following equations: B = A - 4, C = A + 1, and D = B + 5. By substituting the first equation into the second and third equations, we get C = (B + 4) + 1 = B + 5. Therefore, the number is 6953.


Which digit is in the ten thousands place in 34816?

3. Split the number into blocks of 3 digits from the right hand end (34 816). Then in each block, the digits are H-T-U = Hundreds-Tens-Units. From the right hand end the blocks are "none", "Thousands", "Millions", ... So the ten thousands place is the tens digit (second from right hand end of the block) of the thousands block (second from the right hand end): thousands.......none .... HTU............ HTU ........34............. 816 Ten-thousands digit = 3.


What is greater hertz or second?

A second is a length of time, while a hertz is a unit of frequency, so you can have as many hertz in a second as you want. therefore it depends on what frequency you are talking about, as you can have hundreds of thousands of hertz per second.


Why wont anyone invent a machine that can perform litterally HUNDREDS of calculations per second?

The current machines are in the billions. They have come out with RISC chips that only do thousands per second.


What will be the resultant if third digit of the lowest number is multiplied with the second digit of the highest number?

The answer will depend on what the highest and lowest numbers are!The answer will depend on what the highest and lowest numbers are!The answer will depend on what the highest and lowest numbers are!The answer will depend on what the highest and lowest numbers are!


Given default priority what switch is elected to root bridge?

After looking at the priority, the second criterion used is the switch's MAC address. In either case, the lowest number wins.After looking at the priority, the second criterion used is the switch's MAC address. In either case, the lowest number wins.After looking at the priority, the second criterion used is the switch's MAC address. In either case, the lowest number wins.After looking at the priority, the second criterion used is the switch's MAC address. In either case, the lowest number wins.


How do you getthe median in math?

Put the numbers in order from least to greatest. mark the lowest number, then the highest, then the second lowest , then second highest, then move inward crossing off the numbers, until you reach the center number.