Find using distributive property
a) 8/9 X 1/2 + -1/3 X 8/9
b) 16/17 X 1/9 + 16/17 X -1/9
c) 1/5 X 1/2 - 1/5 X 3/2
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Answer:
a) 4/27
b) 0
c) -1/5
Step-by-step explanation:
a) (8/9 X 1/2) + (-1/3 X 8/9)
= 8/9 [ (1/2) + (-1/3) ]
= 8/9 [ (1/2) - (1/3) ]
= 8/9 [ (3 - 2 )/(2*3) ]
= 8/9 [ 1/6 ]
= 4/9 [ 1/3 ]
= 4*1 / 9*3
= 4/27
b) (16/17 X 1/9) + (16/17 X -1/9)
= 16/17 [ (1/9) + (-1/9) ]
= 16/17 [ (1/9) - (1/9) ]
= 16/17 [ 0 ]
= 0
c) (1/5 X 1/2) - (1/5 X 3/2)
= 1/5 [ (1/2) - (3/2) ]
= 1/5 [ (1-3)/2 ]
= 1/5 [-2/2 ]
= 1/5 [-1]
= -1/5
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