"Rational Numbers" Rational numbers and their operations PPT courseware

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"Rational Numbers" Rational numbers and their operations PPT courseware

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"Rational Numbers" Rational numbers and their operations PPT courseware

Here there is a score lower than 0 points. We can use a number with a "-" sign to represent it. For example, -10 (read: minus 10) means a number that is 10 points lower than 0 points;

For a score higher than 0 points, you can add a "+" sign in front, for example, +10 (pronounced: positive 10) means a number that is 10 points higher than 0 points.

Numbers like 10, 1.2, 17... are called positive numbers, they are all greater than 0

Numbers with a "-" sign in front of a positive number are called negative numbers, such as -10, -3...

0 is neither a positive number nor a negative number

Practice in class

Fill in the blanks

(1) If 5°C above zero is recorded as +5°C, then 3°C below zero is recorded as ______________.

(2) East and west are two opposite directions. If -4 meters means an object moves 4 meters westward, then +2 meters means ___________, and the object standing still is recorded as _________.

(3) A certain warehouse transported 7.5 tons of flour, so the shipment of 3.8 tons should be recorded as _______________.

Must do questions

1. In -2; +1/2; -3.5; 11, the positive number is ______________; the negative number is ______________.

2. +1350 meters means 1350 meters above sea level and 200 meters below sea level, recorded as __________.

3. If a rise of 10 meters is recorded as +10 meters, then a drop of 12 meters is recorded as ______________.

4. If it is stipulated that walking 30 meters westward is recorded as +30 meters, then -40 meters means ______________.

5. If 5 above zero is recorded as +5, then 3 below zero is recorded as ______________.

6. A certain warehouse shipped 7.5 tons of flour and recorded it as +7.5. Then it shipped 3.8 tons and recorded it as ______________.

7. Fill in the following numbers in the corresponding brackets:

13, -0.5, 2.7, 123, 0, 2/5, -4, 7/4.

(1) Fraction ( ); (2) Negative integer ( );

(3) Positive fraction ( ); (4) Rational number ( ).

Class summary

1. Both positive and negative numbers come from real life; positive and negative numbers can be used to represent quantities with opposite meanings in practical problems, such as...

2. The numbers learned in primary school are all positive numbers except 0; numbers with a "-" sign in front of a positive number are negative numbers; 0 is neither a positive number nor a negative number, it represents the boundary between positive and negative numbers.

3. The classification method of rational numbers is not unique. It can be divided into two categories according to integers and fractions, and it can also be divided into three categories according to positive rational numbers, zero and negative rational numbers.

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For more information about the "Rational Numbers Rational Numbers and Their Operations" PPT courseware, please click the Rational Numbers ppt Rational Numbers and their Operations ppt tag.

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"Mixed Operations of Rational Numbers" PPT courseware 3:

"Mixed Operations of Rational Numbers" PPT Courseware 3 Mixed Operations of Rational Numbers Addition of the same sign takes the same sign absolute value addition of different signs takes the sign of the larger absolute value absolute value subtraction subtraction subtracting a number is equal to adding the opposite of the number multiplication Take the positive absolute value with the same sign..

"Power of Rational Numbers" PPT courseware 4:

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Update Time: 2024-07-22

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《有理数》有理数及其运算PPT课件
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