Additive Inverse

Q.

Question 67

Write the integer which is 4 more than its additive inverse.

Q. What is the additive inverse of 29?

1. 29
2. -29
3. 0
4. 27

Q. What is the opposite number of -8?

1. -8
2. 8
3. 0
4. -1

Q.

Question 3 (b)

Fill in the blanks:

13 + ___ = 0

Q.

Question 3 (c)

Fill in the blanks:

12 + (–12) = ___

Q.

Write the additive inverse of $10$.

Q.

When a negative integer is subtracted from a positive integer, the result is always greater than $0$.

1. True
2. False

Q.

Multiply $5$ by $-1$. Is the product additive inverse of $5$ ?

Q.

Answer in one word

What is the sum of $-5$ and its additive inverse

Q. Additive inverse of -69 is _____

1. 69
2. 0
3. -69
4. 70

Q. The additive inverse of the largest two digit natural number is .

1. 99
2. -10
3. 10
4. -99

Q.

Numbers such as 3 and -3, 2 and -2, when added to each other give the sum zero, are called _______ of each other.

1. Identity

2. Additive inverse

3. Reverse

4. Inverse

Q. Match the following to their additive inverse.

1. \N
2. 5
3. 1
4. -11

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

1. $\frac{a}{b}$
2. $\frac{-b}{a}$
3. $\frac{b}{a}$
4. None of these

Q. Which of the following is false:

(i)
(ii)
(iii)
(iv)

Q. Write the opposite:

(1) +5
(2) −2
(3) −15
(4) +27
(5) 10

Q.

Which of the following is false:
(i) $|4+2|=|4|+|2|$
(ii) $|2-4|=|2|+|4|$
(iii) $|4-2|=|4|-|2|$
(iv) $|(-2)+(-4)|=|-2|+|-4|$

Q.

Choose the correct answer and Fill in the blanks:

$\left(-4\right)+\left(\_\_\_\right)=\left(-12\right).\left[\left(-8\right)/\left(+8\right)\right]$

Q.

For the given statement write true (T) or false (F). If statement is false, correct the statement.

$-26$ is greater than $-25$.

1. True
2. False

Q.

Fill in each box with the correct integer

$6-\_\_=8$

Q.

Choose the correct option for the given question:

$\left(-35\right)-\left(-15\right)+8-9-\left(-152\right)-25+\left(-8\right)=$

1. $-78$

2. $32$

3. $-55$

4. $98$

Q.

Choose the correct answer and Fill in the blanks:

$\left(-72\right)-\left(-90\right)=\_\_\_\_\_.\left[\left(+18\right)/\left(-162\right)\right]$