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Post a LessonAnswered on 23 Feb Learn CBSE/Class 6/Maths/Integers/Ordering of integers
Sadika
Let's compare each pair of integers:
(i) -5 and -7: -5 is greater than -7 because it is closer to 0 on the number line.
(ii) -7 and 5: 5 is greater than -7 because it is on the positive side of the number line, while -7 is on the negative side.
(iii) 0 and 8: 8 is greater than 0 because it is on the positive side of the number line, while 0 is the origin.
(iv) 0 and -3: 0 is greater than -3 because it is closer to the positive side of the number line, and in absolute terms, 0 is greater than -3.
So, summarizing: (i) -5 is greater than -7 (ii) 5 is greater than -7 (iii) 8 is greater than 0 (iv) 0 is greater than -3
Answered on 23 Feb Learn CBSE/Class 6/Maths/Integers/Ordering of integers
Sadika
In each of the following pairs, state which integer is smaller:(i) 0, -4 (ii) 2, -35
read lessAnswered on 23 Feb Learn CBSE/Class 6/Maths/Integers/Ordering of integers
Sadika
To find the other integer when the sum of two integers is given, you subtract one of the integers from the sum to find the other integer.
Let's denote the other integer as xx.
Given: One integer is -122. The sum of the two integers is 238.
We can set up the equation: x+(−122)=238x+(−122)=238
To solve for xx, add 122 to both sides of the equation: x=238+122x=238+122 x=360x=360
So, the other integer is x=360
Answered on 23 Feb Learn CBSE/Class 6/Maths/Integers/Ordering of integers
Sadika
Let's compare each pair of integers:
(iii) 15 and -51: -51 is smaller than 15 because it is on the negative side of the number line, while 15 is on the positive side.
(iv) 13 and 0: 0 is smaller than 13 because it is on the negative side of the number line, while 13 is on the positive side.
So, summarizing: (iii) -51 is smaller than 15 (iv) 0 is smaller than 13
Answered on 23 Feb Learn CBSE/Class 6/Maths/Integers/Ordering of integers
Sadika
To find the other integer when the sum of two integers is given, you subtract one of the integers from the sum to find the other integer.
Let's denote the other integer as xx.
Given: One integer is 172. The sum of the two integers is -223.
We can set up the equation: x+172=−223x+172=−223
To solve for xx, subtract 172 from both sides of the equation: x=−223−172x=−223−172 x=−395x=−395
So, the other integer is x=−395x=−395.
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