( – 28) ÷ ( – 28) = _____
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1:
( – 28) ÷ ( – 28) = (-28)/ (-28) = 1
In Questions 72 to 83, state whether the statements are True or False.
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( – 28) ÷ ( – 28) = _____
1:
( – 28) ÷ ( – 28) = (-28)/ (-28) = 1
In Questions 72 to 83, state whether the statements are True or False.
5 – ( – 8) is same as 5 + 8.
True
5 – ( – 8) = 5 + 8
(– 9) + (– 11) is greater than (– 9) – ( – 11).
False
(– 9) + (– 11) = – 19
But, (– 9) – ( – 11) = – 9 + 11 = 2
So, -19 < 2
Hence, (– 9) + (– 11) < (– 9) – ( – 11)
Sum of two negative integers always gives a number smaller than both the integers.
True
E.g.:
-4 + (-5) = -9
Now,
-4 > -9 and -5 > -9
Difference of two negative integers cannot be a positive integer.
False
E.g.: -2 – (-5) = -2 + 5 = 3 (positive integer)
We can write a pair of integers whose sum is not an integer.
False
Sum of two integers is always an integer.
Integers are closed under subtraction.
True
The difference of two integers is always an integer.
(– 23) + 47 is same as 47 + (– 23).
True
In case of addition even if the orders of integers are changed, as the values are equal both are equal.
(– 23) + 47 = 24 and 47 + (– 23) = 24
When we change the order of integers, their sum remains the same.
True
When we change the order of integers their difference remains the same.
False
E.g., 4 – 5 – 8 = -9
But, 5 – 4 – 8 = -7