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Integers Test - 16

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Integers Test - 16
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  • Question 1
    1 / -0
    Choose the correct statement from following:
    Solution
    Clearly the first $$3-$$digits of each number are same.
    So, let us compare rest of the remaining $$5-$$digits of each number.
    For option $$\text{A}$$, we have
    $$68788,78688,88687$$
    Clearly, $$88687>78688>68788$$
    So, option $$\text{A}$$ is wrong.
    Now, check for option $$\text{D}$$
    We have, $$88687, 78688, 68788$$
    Clearly, $$88687>78688>68788$$$$
    So, option $$\text{D}$$ is correct.
  • Question 2
    1 / -0
    Evaluate:
    $$-123-(-23)$$
    Solution
    Given that 
    We have to find the  value of given expression

    $$-123-(-23)$$

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

    and  $$(+) \times (-) = -$$

    $$=-123+23$$

    $$=-100$$
    So option $$D $$ is correct
  • Question 3
    1 / -0
    The identity elements with respect to addition in integers is 
    Solution
    Any  mathematical  object that ,when applied by an operation ,such as addition and multiplication ,to another mathematical object ,such as numbers , leaves the another object unchanged is called an identity object.
    The identity element with respect to addition in integers is '$$0$$'.
  • Question 4
    1 / -0
    "Varsha dug the soil $$200$$ m deep." Represent this situation using integer.
    Solution
    The positive integers are represented as by the sign $$(+)$$ in front of the each $$'n'$$ integer. The set of positive integers may be denoted by $$Z^+$$. Positive integers are:

    $$Z^+ = {1, 2, 3, 4, 5, .....}$$

    The negative integers are the collection of real numbers with negative sign $$(-)$$ in front of the standard numerals and are always less than zero. The set of negative integers is represented by $$Z^−$$. Negative integers are written as:

    $$Z^− = {...., -5, -4, -3, -2, -1}$$

    Moreover, shallow represents the positive sign $$(+)$$ and deep represents the negative sign $$(-)$$.

    Hence, the statement "Varsha dug the soil $$200$$ m deep." represents the negative sign that is $$-200$$. 
  • Question 5
    1 / -0
    Obtain the following:
    $$(+138) + (-234)$$ 
    Solution
    Write given integers in addition expression and we get: 

    $$(+138) + (-234)$$ 

    Subtract smaller integer $$138$$ from bigger integer $$234$$ as follows:
     
    $$234-138=96$$ 

    Since, the bigger integer $$234$$ is a negative integer, so the result should also be negative that is $$-96$$

    Hence, $$138-234=-96$$.
  • Question 6
    1 / -0
    Find:
    $$(+22) + (-16)$$ 

    Solution
    Write given integers in addition expression and we get: 

    $$(+22) + (-16)$$ 

    Subtract smaller integer $$16$$ from bigger integer $$22$$ as follows:
     
    $$22-16=6$$ 

    Since, the bigger integer $$22$$ is a positive integer, so the result should also be positive that is $$+6$$ or $$6$$.

    Hence, $$-16+22=6$$
  • Question 7
    1 / -0
    Evaluate:
    $$(+5)+(-6)= ?$$
    Solution
    Write given integers in addition expression and we get: 

    $$(+5) + (-6)$$ 

    Subtract smaller integer $$5$$ from bigger integer $$6$$ as follows:
     
    $$6-5=1$$ 

    Since, the bigger integer $$-6$$ is a negative integer, so the result should also be negative that is $$-1$$

    Hence, $$+5-6=-1$$.
  • Question 8
    1 / -0
    The coordinate of $$3^{rd}$$ alphabet on left of $$C$$ is

    Solution
    $$3$$rd alphabet to the left of $$C$$ is O.

    O lies on $$0$$ on number line. Hence, its coordinate is $$0$$.
  • Question 9
    1 / -0
    Evaluate:
    $$-675-(25)$$
    Solution
    The given expression $$-675-(25)$$ can be solved as follows: 

    $$(-675) + (-25)=-675-25=-1(675+25)=-700$$ 

    Hence, $$-675-(25)=-700$$.
  • Question 10
    1 / -0
    Which of the following statements is CORRECT?
    Statement-$$1$$: When a positive integer and a negative integer are added, we always get a negative integer.
    Statement-$$2$$: When two negative integers are added, we get a positive integer.
    Solution
    When a positive integer and a negative integer are added, we can get a positive or negative integer.
    Therefore, statement $$1$$ is false.
    Fro example: $$-4+3=-1$$ or $$4+(-3)=1$$
    And when two negative integers are added, we get a negative integer.
    $$\therefore$$ Statement $$2$$ is false.
    For example: $$-3+(-4)=-7$$
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