Numbers 6 to 10
Numbers 6:10 On the eighth day he must bring two turtledoves or two young pigeons to the priest at the entrance to the Tent of Meeting.
New International Version
Then on the eighth day they must bring two doves or two young pigeons to the priest at the entrance to the tent of meeting.
New Living Translation
On the eighth day they must bring two turtledoves or two young pigeons to the priest at the entrance of the Tabernacle.
English Standard Version
On the eighth day he shall bring two turtledoves or two pigeons to the priest to the entrance of the tent of meeting,
Berean Standard Bible
On the eighth day he must bring two turtledoves or two young pigeons to the priest at the entrance to the Tent of Meeting.
King James Bible
And on the eighth day he shall bring two turtles, or two young pigeons, to the priest, to the door of the tabernacle of the congregation:
New King James Version
Then on the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the door of the tabernacle of meeting;
New American Standard Bible
Then on the eighth day he shall bring two turtledoves or two young doves to the priest, to the entrance of the tent of meeting.
NASB 1995
‘Then on the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the doorway of the tent of meeting.
NASB 1977
‘Then on the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the doorway of the tent of meeting.
Legacy Standard Bible
Then on the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the doorway of the tent of meeting.
Amplified Bible
On the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the doorway of the Tent of Meeting (tabernacle).
Christian Standard Bible
On the eighth day he is to bring two turtledoves or two young pigeons to the priest at the entrance to the tent of meeting.
Holman Christian Standard Bible
On the eighth day he is to bring two turtledoves or two young pigeons to the priest at the entrance to the tent of meeting.
American Standard Version
And on the eighth day he shall bring two turtle-doves, or two young pigeons, to the priest, to the door of the tent of meeting:
Aramaic Bible in Plain English
And the eighth day he shall bring two turtledoves or two young doves to the Priest, to the door of the Time Tabernacle.
Brenton Septuagint Translation
And on the eighth day he shall bring two turtledoves, or two young pigeons, to the priest, to the doors of the tabernacle of witness.
Contemporary English Version
Then on the next day, bring two doves or two pigeons to the priest at the sacred tent.
Douay-Rheims Bible
And on the eighth day he shall bring two turtles, or two young pigeons to the priest in the entry of the covenant of the testimony.
English Revised Version
And on the eighth day he shall bring two turtledoves, or two young pigeons, to the priest, to the door of the tent of meeting:
GOD'S WORD® Translation
On the eighth day he must bring two mourning doves or two young pigeons to the priest at the entrance to the tent of meeting.
Good News Translation
On the eighth day you shall bring two doves or two pigeons to the priest at the entrance of the Tent of the LORD's presence.
International Standard Version
On the eighth day, he is to bring two turtledoves or two pigeons to the priest at the entrance to the Tent of Meeting.
JPS Tanakh 1917
And on the eighth day he shall bring two turtledoves, or two young pigeons, to the priest, to the door of the tent of meeting.
Literal Standard Version
and on the eighth day he brings in two turtle-doves or two young pigeons to the priest, to the opening of the Tent of Meeting,
Majority Standard Bible
On the eighth day he must bring two turtledoves or two young pigeons to the priest at the entrance to the Tent of Meeting.
New American Bible
On the eighth day they shall bring two turtledoves or two pigeons to the priest at the entrance of the tent of meeting.
NET Bible
On the eighth day he is to bring two turtledoves or two young pigeons to the priest, to the entrance to the tent of meeting.
New Revised Standard Version
On the eighth day they shall bring two turtledoves or two young pigeons to the priest at the entrance of the tent of meeting,
New Heart English Bible
On the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the door of the Tent of Meeting.
Webster's Bible Translation
And on the eighth day he shall bring two turtles, or two young pigeons, to the priest, to the door of the tabernacle of the congregation:
World English Bible
On the eighth day he shall bring two turtledoves or two young pigeons to the priest, to the door of the Tent of Meeting.
Young's Literal Translation
and on the eighth day he bringeth in two turtle-doves or two young pigeons unto the priest, unto the opening of the tent of meeting,
Additional Translations ...
Composition of numbers: 6–10 | NCETM
Composition of numbers: 6–10 | NCETM- Mastery PD Materials
Composition of numbers: 6–10
Spine 1: Number, Addition and Subtraction – Topic 1.4
Introduction
Extend the partitioning structure to the numbers six to ten, explore the five-and-a-bit structure of the numbers, and introduce children to the concept of odd and even numbers.
Teaching points
- Teaching point 1: The numbers six to nine are composed of 'five and a bit'. Ten is composed of five and five.
- Teaching point 2: Six, seven, eight and nine lie between five and ten on a number line.
- Teaching point 3: Numbers that can be made out of groups of two are even numbers; numbers that can't be made out of groups of two are odd numbers. Even numbers can be partitioned into two odd parts or two even parts; odd numbers can be partitioned into one odd part and one even part.
- Teaching point 4: Each of the numbers six to ten can be partitioned in different ways. The numbers six to ten can be partitioned in a systematic way.
- Teaching point 5: Each of the numbers six to ten can be partitioned into two parts; if we know one part, we can find the other part.
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Teacher Guide
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Number and number 6 / Numbers from 0 to 10.
Numbering / Primary School Mathematics Handbook - Home
- Handbooks
- Elementary School Mathematics Handbook
- Numbers from 0 to 10. Numbering
- Digit and number 6
How do you get the number 6?
How many chickens do you need to add to make 6?
One chicken.
So 5 + 1 = 6
How many chickens must be added to make 6?
Two chickens.
So 4 + 2 = 6
How many chickens must be added to make 6?
Three chickens
So 3 + 3 = 3
How many chickens do you need to add to get 6? nine0024
Two chickens.
So 2 + 4= 6
How many chickens must be added to make 6?
So 1 + 5 = 6
0 + 6 = 6
1 + 5 = 6
2 + 4 = 6
3 + 3 = 6
Comp.
What more? What is less?
We can compare items.
Tell me, what is more and what is less in the picture?
For example, compare the number of blue squares and triangles.
There are fewer blue squares than triangles
There are more triangles than blue squares.
How to write it down with numbers and signs?
1 < 6
6 > 1
Compare the number of red squares and triangles.
Less red squares than triangles
More triangles than red squares.
How to write it down with numbers and signs?
2 < 6
6 > 2
Now compare the number of triangles and blue circles.
There are fewer blue circles than triangles
There are more triangles than blue circles.
How to write it down with numbers and signs?
3 < 6
6 > 3
Now compare the number of triangles and green circles.
Less green circles than triangles
More triangles than green circles. nine0015
How to write it down with numbers and signs?
4 < 6
6 > 4
Now compare the number of triangles and stars.
Less stars than triangles
More triangles than stars.
How to write it down with numbers and signs?
5 < 6
6 > 5
Time
Look at the clock.
Remember. It's six o'clock.
Repeat the theme "First. Then." in our directory.
What number comes after 4 when counting?
Number 5.
What number comes after 5 when counting?
Number 6.
What number comes before 5 when counting?
Number 4.
What number comes before the number 6 when counting? nine0024
Number 5.
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We advise you to look:
Number and number 0
Many. One
number 2
number and number 3
digit and number 4
digit and number 5
digit and number 7
digit and number 8
digit and number 9
digit and number 10
Roman numerals
Numbers from 0 to 10. Numbered
The rule is found in the following exercises:
1st class
Page 116, Moro, Volkova, Stepanova, Textbook, part 1
Page 22, Moro, Volkova, Workbook, part 1
Page 8, Moro, Volkova, Stepanova, Textbook, part 2 nine0015
Page 29, Moro, Volkova, Stepanova, Textbook, part 2
Page 40, Moro, Volkova, Stepanova, Textbook, part 2
Page 21, Moro, Volkova, Workbook, part 2
Page 29, Moro, Volkova, Workbook, part 2 nine0015
Page 14.
Lesson 8, Peterson, Textbook, part 2
Page 16. Lesson 9, Peterson, Textbook, part 2
Page 19. Lesson 10, Peterson, Textbook, part 2
2nd class
Page 4, Moro, Stepanova, Volkova, Bantova, Beltyukova, Textbook, part 1 nine0015
Page 5, Moro, Stepanova, Volkova, Bantova, Beltyukova, Textbook, part 1
Page 24, Moro, Stepanova, Volkova, Bantova, Beltyukova, Textbook, part 1
Page 54, Moro, Stepanova, Volkova, Bantova, Beltyukova, Textbook, part 1
Table of digits and classes of numbers in mathematics
Numbers and figures
Numbers are units of account.
With the help of numbers, you can count the number of objects and determine various values.
Special characters are used to write numbers - numbers . There are ten of them in total: 1, 2, 3, 4, 5, 6, 7, 8, 9, 0.
The natural numbers are the numbers that we use when counting. Here they are: 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, ...
- Unit (1 ) is the smallest number, and there is no largest number. nine0004
- Zero (0) means no item. Zero is not a natural number.
The name of a number depends on the number of digits.
A single digit number is called single digit . The smallest single digit is 1, the largest is 9.
A number that consists of two digits is called two-digit .
The smallest two-digit number is 10, the largest is 99.
Numbers that are written using two, three, four or more digits are called two-digit , three-digit , four-digit or multi-digit . The smallest three-digit number is 100, the largest is 999.
Each digit in a multi-digit number takes a certain place - position .
Math Demo Lesson
Find out which topics are “lame” for you, and then analyze them without cramming formulas and boring lectures.
Classes of numbers
Digits in the notation of multi-digit numbers are divided from right to left into groups of three digits each. These groups are called classes . In each class, the numbers from right to left represent the units, tens, and hundreds of that class.
Class table:
Names of classes of multi-digit numbers from right to left:
- the first is the class of units,
- second - thousand class,
- third - million class,
- fourth - billion class,
- fifth - trillion class,
- sixth - quadrillion class,
- seventh - quintillion class,
- the eighth is the sextillion class.
To make it convenient to read a multi-digit entry, a small gap is left between the classes. For example, to read the number 125911723296, it is convenient to first highlight the classes in it:
- 125 911 723 296.
And now read the number of units of each class from left to right:
- 125 billion 911 million 723 thousand 296.
When reading a class of units, you don't need to add the word "units" at the end. nine0015
Digits of numbers
The position of a digit in a number entry determines its value. For example:
- 1 123 contains: 3 units, 2 tens, 1 hundred, 1 thousand.
We can formulate it differently and say that in a given number 1123, the number 3 is in the units place, 2 in the tens place, 1 in the hundreds place, and 1 serves as the value of the thousands place.
Let's clarify what a discharge is in mathematics. Digit is the position or location of a digit in a natural number notation. nine0015
Each digit has its own name. The higher digits always live on the left, and the lower digits always live on the right. To remember faster, you can use a table.
The number of digits always corresponds to the number of digits in the number.
This table has the names of all the digits for a number that consists of 15 characters. The following digits also have names, but they are rarely used.
The lowest (lowest) digit of a multi-digit natural number is the units digit. nine0015
The highest (highest) digit of a multi-digit natural number is the digit corresponding to the leftmost digit in the given number.
Bit units are designated as follows:
- Units are units of the first digit (or simple units) and are written in the first place on the right.
- Tens - units of the second digit and are written in the number in second place from the right.
- Hundreds are units of the third digit and are written in third place from the right. nine0366 Thousand units are units of the fourth digit and are written in fourth place from the right.
- Tens of thousands are units of the fifth digit and are written in fifth place from the right.
- Hundreds of thousands - units of the sixth digit and are written in the number in the sixth place from the right, and so on.
Every three consecutive digits constitute a class. The first three digits: units, tens and hundreds, form a class of units (first class). The next three digits: units of thousands, tens of thousands and hundreds of thousands - form the class of thousands (second class). The third class will be units, tens and thousands of millions and so on. nine0015
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Let's practice
Example 1. Write down the number containing:
- 55 units of the second class and 100 units of the first class;
- 110 units of the second class and 5 units of the first class;
- 7 second class units and 13 first class units.
nine0004
Answer:
- 55 100;
- 110 005;
- 7013.
All bit units other than simple units are called compound units . Every ten units of any digit equals one unit of the next higher digit:
- 10 units equals 1 ten;
- 10 tens equals 1 hundred;
- 10 hundreds equals 1 thousand;
- 10 thousand equals 1 ten thousand; nine0004
- 10 tens of thousands are equal to 1 hundred thousand;
- 10 hundred thousand equals 1 million.
To find out how many units of any digit are in a number, you need to discard all the digits denoting units of the lowest digits and read the number that is expressed by the remaining digits.
