Sum of two negative integers always gives a number smaller than both the integers
Solution:
To state whether the given statement is true or false let us analyze the problem with the help of an example. The given statement says ‘sum of two negative integers always gives a number smaller than both the integers’.
Considering, -2 and -3 as two negative integers. Now to justify the given statement the sum of (-2) and (-3) must result in the number smaller than both the integers.
On adding, -2 + (-3) we have -5
Applying integer rules we have -5 < -2 and -5 < -3. Hence proved, the statement, sum of two negative integers always gives a number smaller than both the integers’ is always true for all the negative integers.
✦ Try This: Evaluate -4 + (-9) and state whether the obtained integer value is greater than the two integers -4 and -9
We can apply integer rules and the order of operations to identify whether the resultant value of -4 + (-9) is greater than -4 and - 9 or not.
☛ Also Check: NCERT Solutions for Class 7 Maths Chapter 1
NCERT Exemplar Class 7 Maths Chapter 1 Exercise Problem 74
Sum of two negative integers always gives a number smaller than both the integers.
Summary:
After applying the integer rules and with the help of an example we examined that the sum of two negative integers always gives a number smaller than both the integers.Hence the given statement is true.
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