What I Have Learned
1._____ consists of negative integers, zero, and positive integers.
2._____ is also an integer, but it is neither positive nor negative.
3._____ extends in both directions infinitely. It is used to see the position
and order of integers, help compare and arrange integers.
4._____ integers are greater than zero.
5._____ integers are less than zero and smaller than all positive integers.
6._____ situations can be represented by positive (+) integers and negative
(-) integers.
7._____ material/s represent positive integers
8._____ material/s represent negative integers.
9._____ is a pair of numbers whose sum is zero. It is produced by
any number paired to its opposite.
10._____ are some materials that can be used in operations on integers.
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Nonsense + Wrong Answer + Hula-Hula + Copied + Not Sure + Incomplete = Reported + Deleted
Don't Answer if you don't know.
1._____ consists of negative integers, zero, and positive integers.
2._____ is also an integer, but it is neither positive nor negative.
3._____ extends in both directions infinitely. It is used to see the position
and order of integers, help compare and arrange integers.
4._____ integers are greater than zero.
5._____ integers are less than zero and smaller than all positive integers.
6._____ situations can be represented by positive (+) integers and negative
(-) integers.
7._____ material/s represent positive integers
8._____ material/s represent negative integers.
9._____ is a pair of numbers whose sum is zero. It is produced by
any number paired to its opposite.
10._____ are some materials that can be used in operations on integers.
.
.
.
Nonsense + Wrong Answer + Hula-Hula + Copied + Not Sure + Incomplete = Reported + Deleted
Don't Answer if you don't know.
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Answer:
1.Every real number other than zero is either positive or negative. The non-negative whole numbers are referred to as natural numbers (i.e., 0, 1, 2, 3...), while the positive and negative whole numbers (together with zero) are referred to as integers.
2.The integer zero is neither positive nor negative.
3.LINE-Infinitely many points that extend forever in both directions.
4.The whole numbers greater than 0 are called positive integers . Their opposites, which are less than 0 , are called negative integers . Zero is neither positive nor negative.
5.On an integer number line, all numbers to the right of 0 are positive integers and all numbers to the left of 0 are negative integers. 0 is less than every positive integer and greater than every negative integer. Every positive integer is greater than every negative integer.
6.Positive numbers are the numbers that we count with like 1, 2, 3, and so on. Negative numbers are the numbers with a negative sign in front like -1, -2, -3, and so on. In the real world, temperature, money, and elevation can be negative. ... A negative elevation means you are that much below sea level.
7.Positive integers are simply your counting numbers. Positive integers are actually part of a larger group of numbers called integers. Integers are all the whole numbers, both positive and negative. By whole numbers we mean numbers without fractions or decimals.
8.A negative integer is a whole number that has value less than zero. Negative integers are normally whole numbers, for example, -3, -5, -8, -10 etc.
9.The additive inverse of a number is the opposite of the number: Jx is the additive inverse of x. Two numbers with the sum of zero are called additive inverses. A zero pair is a pair of numbers whose sum is zero.
10.There are three appealing ways to understand how to add integers. We can use movement, temperature and money. Lastly, we will take a look at the rules for addition.
•MOVEMENT
You are probably familiar with a number line (see below). Traditionally, zero is placed in the center. Positive numbers extend to the right of zero and negative numbers extend to the left of zero. In order to add positive and negative integers, we will imagine that we are moving along a number line.
Step-by-step explanation:
WITH EXPLANATION PO YAN SAGOT KO