(1) Fill in the blanks:
(i) −19/5 lies between the integers __________ and __________.
(ii) The rational number that is represented by 0.44 is __________.
(iii) The standard form of + 58/(-78) is _________
(iv) The value of (-5/12) + (7/15) =
(v) The value of
is Solution
(2) Say True or False:
(i) 0 is the smallest rational number.
(ii) There are an unlimited number of rational numbers between 0 and 1.
(iii) The rational number which does not have a reciprocal is 0.
(iv) The only rational number which is its own reciprocal is –1.
(v) The rational numbers that are equal to their additive inverses are 0 and–1. Solution
(3) List five rational numbers between
(i) –2 and 0
(ii) -1/2 and 3/5
(iii) 0.25 and 0.35
(iv) –1.2 and -2.3 Solution
(4) Write four rational numbers equivalent to
(i) −3/5 (ii) -7/6 (iii) 8/9
Solution
(5) Draw the number line and represent the following rational numbers on it
(i) 9/4 (ii) -8/3 (iii) -17/(-5) (iv) -15/4
Solution
Find the rational numbers for the question marks marked on the number line.
(i)
(ii)
(iii)
Solution
(7) Using average, write 3 rational numbers between (14/5) and (16/3) Solution
(8) Verify that −(−x) is the same x for:
(i) x = 11/15
(ii) x = -31/45 Solution
(8) Re-arrange suitably and add :
(9) What should be added to -8/9 to get 2/5 ? Solution
(10) Subtract -8/44 from -17/11 Solution
(11) Evaluate:
(i) (9/2) x (-11/3)
(ii) (-7/27) x (24/(-35))
(12) Divide
(i) (-21/5) by (-7/-10)
(ii) (-3/13) by (-3)
(iii) -2 by -6/15
(13) Simplify (2/5 + 3/2) ÷ (3/10) as a rational number and show that it is between 6 and 7. Solution
(14) Write five rational numbers which are less than –2.
(15) Compare the following pairs of rational numbers.
(i) −11/5, -21/8
(ii) 3/(-4) , -1/2
(iii) 2/3, 4/5 Solution
(16) Arrange the following rational numbers in ascending and descending order.
(i) -5/12, -11/8, -15/24, -7/(-9), 12/36
(ii) -17/10, -7/5, 0, -2/4, -19/20
Solution
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