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Integers Test - 11

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Integers Test - 11
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  • Question 1
    1 / -0
    Calculate $$-98-56=?$$
    Solution
    Given that 
    We have to find the  value of given expression
    $$-98-56$$
    we know that $$(-) \times (-) = +$$
    and  $$(+) \times (-) = -$$
    $$-98-56$$
    $$ = -154$$
    So option $$A$$ is correct
  • Question 2
    1 / -0
    Obtain the following:
    $$-101-(-200)$$
    Solution
    Given that 
    We have to find the  value of given expression

    $$-101-(-200)$$

    we know that $$(-) \times (-) = +$$

    $$-101+200$$

    $$=99$$
    So option $$C$$ is correct
  • Question 3
    1 / -0
    Calculate: $$-46-(-67)$$
    Solution
    Given that 
    We have to find the  value of given expression
    $$-46-(-67)$$
    we know that $$(-) \times (-) = +$$
    and  $$(+) \times (-) = -$$
    $$=-46+67$$
    $$ = 21$$
    So option $$A$$ is correct
  • Question 4
    1 / -0
    Calculate:
    $$34-(-98)$$
    Solution
    Given that 
    We have to find the  value of given expression
    $$34-(-98)$$
    we know that $$(-) \times (-) = +$$
    $$34+98$$
    $$ = 132$$
    So option $$A$$ is correct
  • Question 5
    1 / -0
    Addition of integer and its additive inverse is
    Solution
    Additive inverse of an integer is a number which is of opposite sign and when added to the integer, gives zero.
    Thus, Addition of integer and its additive inverse is Zero.
  • Question 6
    1 / -0
    Evaluate: 
    $$133-(-23)$$
    Solution
    Given that 
    We have to find the  value of given expression
    $$133-(-23)$$
    we know that $$(-) \times (-) = +$$
    and  $$(+) \times (-) = -$$
    $$=133+23$$
    $$=156$$
    So option $$A $$ is correct
  • Question 7
    1 / -0
    Additive inverse of $$4\times (-5)$$ is
    Solution
    $$4\times (-5) = -20$$

    Let additive inverse of $$-20$$ be $$x$$.
    $$-20+x = 0$$

    $$\therefore x = 20$$
  • Question 8
    1 / -0
    The additive inverse of $$(-9+11)$$ is :
    Solution
    $$(-9 + 11) = 2$$

    Additive inverse of a number is that number which when added to the original number, results in the sum as zero.

    Let additive inverse of $$2$$ be $$x$$.
    $$2+x = 0$$

    $$\therefore x = -2$$
  • Question 9
    1 / -0
    Evaluate:
    $$144-(-44)$$
    Solution
    Given that 
    We have to find the  value of given expression
    $$144-(-44)$$
    we know that $$(-) \times (-) = +$$
    and  $$(+) \times (-) = -$$
    $$=144+44$$
    $$ = 188$$
    So option $$D $$ is correct
  • Question 10
    1 / -0
    Find additive inverse of $$-7$$
    Solution
    Let additive inverse of $$-7$$ be $$x$$.

    $$\Rightarrow -7+x = 0$$

    $$\therefore\ x = 7$$

    Hence the additive inverse of $$-7$$ is $$7$$
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