### Subtraction of integers on number line - class-VI

Description: subtraction of integers on number line | |

Number of Questions: 72 | |

Created by: Neema Pandya | |

Tags: negative numbers negative numbers and integers number line numbers : revision number system maths the integers integers integers, powers and roots integer, power and roots concept of directed numbers and number line |

Subtract $(-5)$ from $(-9) $

Subtract the following algebraic expressions.

$7y$ from $15y$.

Subtract the following algebraic expressions.

$4x$ from $8x$

Take away $-2x$ from $19x$

Subtract the following algebraic expressions.

$-4g$ from $-10g$

Subtract the following algebraic expressions.

$7k$ from $-6k$

Do the following as directed.

From $12r$ subtract $11r$

Do the following as directed.

Take away $15y$ from $19y$

Do the following as directed.

From $21 v$ subtract $-v$

The additive inverse of $\dfrac {2}{7}$ is

Instead of subtracting 32570 from a number . If 23570 is subtracted . Then what can we say about the answer ?

The value of $52-27 +67 -48$ is

Subtract

$75$ from $98-25+4$

Subtract +43 from -26

Subtract -26 from +32

Subtract -30 from -10

Subtract $+42$ from $-22$

Subtract $-24$ from $+38$

Difference of sums of 898 and -386 from 190 and 632 -

$-101-200=$

$-67-(-76)=$

$-123-456-890=$

Calculate $9-6$

Calculate $-123-45-55=?$

Additive inverse of $10 $ is

Evaluate: $89-(-145)=$

Evaluate:$144-(-44)-(-44)=$

Evaluate: 133−(−23)=133−(−23)=

Evaluate: $145-(-89)=$

$-34-(-56)-(-67)=?$

Calculate $-46-(-67)=$

Find additive inverse of (-7).

Calculate $-98-56=?$

The additive inverse of $(-9+11)$ is :

Addition of integer and its additive inverse is

$3 - (-3) = ?$.

Fill in the blanks.

(i) The additive identity of the integers is __ ____P __.

(ii) The integer which is 8 less than -24 is __ ____Q __.

(iii) Every integer less than zero is __ ____R __.

P Q R

Which integer is the additive inverse of itself?

At Shimla,the temperature was $-7^0C$ on Tuesday.It then dipped by $3^0C$ on Wednesday.On Thursday,it rose by $6^0C$.What was the temperature of Shimla on Wednesday and Thursday respectively?

Subtract $-134$ from the sum of $38$ and $-87$.

When of the following represent pair of integer (a,b) such that $a\div b=-3$

State, whether the following statements are true or false.

If $a<b$ and $c>0$, then $a-c<b-c$ where $a, b, c$ are real numbers and $c\neq 0$.

Which of the following statements are true:

Additive inverse of a negative integer is positive.

State whether true or false

Additive inverse of a negative integer is negative.

state whether the following statement are true:

Additive inverse of a positive integer is negative.

Which of the following pairs of integers have 5 as a difference?

On subtracting $- 7$ from $-14$, we get.

On subtracting $-5$ from $0$, we get

The additive identity element in the set of integers is:

The additive inverse of $17 $ is:

The sum of two integers is $- 35$. If one of them is 40, then the other is.

The sum of two integers is $-23$. If one of them is $18$, then the other is

When $47$ is subtracted from $- 23$, we get

The greater number in the subtraction is called

(+76) - (-34) =

The difference of two numbers is 1,74,325. If the greatest number is 87,65,432 then the smallest number is

(-30) - (+8) =

(-12) - (-6) =

$-7-(-8)=$

Calculate $34-98=$

$-123-(-23)=$

Evaluate: $23-(-123)=$

$-675-(25)=$

Additive inverse of $(4\times -5)$ is

Additive inverse of $(24-(-4))$ is:

The additive inverse of $\displaystyle\frac{-a}{b}$ is __________.

What would be the difference between the place values of the digits at the tens and units places of a number formed by the addition of the greatest six-digit number and the smallest three-digit number?

Subtracting two positive/negative integers with same sign or opposite sign is same as:

A driver is $20$ m below sea level. If he goes further down by $10$m, then find his new position.

$0$ is the __________ identify for whole numbers, whereas $1$ is the ___________ identify for whole numbers.

On a hill, the temperature at $8$ p.m. was $2^o$C but at the mid-night of the same day, it fell down to $-3^o$C. By how many degrees did the temperature fall?