Question about Wy 0-100 Number Line Headliners"

Ad

Let's build the two numbers in question.

HTO for hundreds, tens, and ones

322

HTO for hundreds, tens, and ones

324

What number is greater than 322 and less than 324?

Good luck.

Paul

HTO for hundreds, tens, and ones

322

HTO for hundreds, tens, and ones

324

What number is greater than 322 and less than 324?

Good luck.

Paul

Nov 12, 2015 | Office Equipment & Supplies

You should have added a comment to your first question.

Here is the explanation, Your numbers are

28. 79, 65.91, 79.88, 926.7

Let look at the 9-digits

28.7**9 : 8 **occupies the units-position, 2 the tens position, 7 the tenths position, and 9 the** hundredths **position. Do not confuse the cardinal numbers (ten, hundred, thousand,...) with the ordinal numbers used to express the positions in the decimal part , such as tenths, thousandths, etc.

For the other numbers the value of the 0-digit are

65.**9**1 tenths

7**9**.88 units

**9**26.7 hundreds

Here is the explanation, Your numbers are

28. 79, 65.91, 79.88, 926.7

Let look at the 9-digits

28.7

For the other numbers the value of the 0-digit are

65.

7

Sep 12, 2014 | Lands Phones

The answer is :

**108,366**

------------------------------------

Just walk your way through it a piece at a time

hundreds place: 1/3 of 9 = 3 (9 is the greatest one-digit number)

tens place 2(3) = 6

ones place: 4(3) / 2 = 6

thousands period = 3*6*6 =108

final number: 108,366

------------------------------------

Just walk your way through it a piece at a time

hundreds place: 1/3 of 9 = 3 (9 is the greatest one-digit number)

tens place 2(3) = 6

ones place: 4(3) / 2 = 6

thousands period = 3*6*6 =108

final number: 108,366

Jun 26, 2012 | Computers & Internet

The preceding describes six decimal numbers:

3517

3715

5317

5713

7315

7513

The largest of these is 7513 .

3517

3715

5317

5713

7315

7513

The largest of these is 7513 .

Jun 16, 2011 | Office Equipment & Supplies

Odd numbers 1, 3, 5, 7

Uses all 4

1 is in the 10's place

7513 is the largest number that can be created

This is answer based on the provided information.

Uses all 4

1 is in the 10's place

7513 is the largest number that can be created

This is answer based on the provided information.

Jun 16, 2011 | Casio Office Equipment & Supplies

Hi,

It will be 499,995. The place value would be. Ones is 5, Tens is 90, Hundreds is 900, Thousands is 9000, ten thousands is 90000, hundred thousands would be 400000.

Hope this helps.

It will be 499,995. The place value would be. Ones is 5, Tens is 90, Hundreds is 900, Thousands is 9000, ten thousands is 90000, hundred thousands would be 400000.

Hope this helps.

Jun 22, 2010 | Altiris Carbon Copy Solution (5000004)

For solving this type of problem trial and error method is easy.We can solve this problem using trial and error method.

There are two two digits number.Product of their units place is 28,which means only possibility is 7 and 4

Now product of tens place number is 15.Possibility is 3 and 5

so numbers can be 37,54 or 57,34.

By multiplying these numbers we can see that our required solution is 57 and 34

There are two two digits number.Product of their units place is 28,which means only possibility is 7 and 4

Now product of tens place number is 15.Possibility is 3 and 5

so numbers can be 37,54 or 57,34.

By multiplying these numbers we can see that our required solution is 57 and 34

May 21, 2010 | Vivendi Excel@ Mathematics Study Skills...

no is 24. (2+4)*4=24 ie sum of digits*4 gives the original number

Feb 22, 2010 | Vivendi Excel@ Mathematics Study Skills...

the tens digit of a two-number is 3 less than units digit. The number 3 more than four times the sum of the digits. Find the number.

Jan 26, 2010 | Laser Publishing Math Understanding...

a 2 digit number is a tens place digit plus a singles place digit:

10x + y

if you reverse the 2 digits, it looks like:

10y + x

So, the original 2-digit number, plus another 18, gets the 2nd 2-digit number:

10x + y + 18 = 10y + x

AND adding the 2 digits gets 14:

x+y = 14

Solve for x: x = 14-y

Substitute x back into the previous equation and solve for y:

10 (14 - y) + y + 18 = 10y + (14 - y)

140 - 10y + y + 18 = 10y + 14 -y

158 - 9y = 9y + 14

144 - 9y = 9y

144 = 18y

y = 8

So if y = 8, x must equal 6: x+ y = 14 --> 6 + 8 = 14

And the original number, 68, if you reverse the digits --> 86

86 is 18 greater than 68.

I love math!

10x + y

if you reverse the 2 digits, it looks like:

10y + x

So, the original 2-digit number, plus another 18, gets the 2nd 2-digit number:

10x + y + 18 = 10y + x

AND adding the 2 digits gets 14:

x+y = 14

Solve for x: x = 14-y

Substitute x back into the previous equation and solve for y:

10 (14 - y) + y + 18 = 10y + (14 - y)

140 - 10y + y + 18 = 10y + 14 -y

158 - 9y = 9y + 14

144 - 9y = 9y

144 = 18y

y = 8

So if y = 8, x must equal 6: x+ y = 14 --> 6 + 8 = 14

And the original number, 68, if you reverse the digits --> 86

86 is 18 greater than 68.

I love math!

Sep 01, 2009 | Google Computers & Internet

27 people viewed this question

Usually answered in minutes!

×