Which of the following is equal to 6/15 x [5/6 + 6] + 7/3 + [-2/5]
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Given : (6/15) x [5/6 + 6] + 7/3 + [-2/5]
To find : Evaluate
Solution:
(6/15) x [5/6 + 6] + 7/3 + [-2/5]
Apply BODMAS
B - Bracket
O - Of
D - Divisions
M - Multiplication
A - Addition
Subtraction
(6/15) x [5/6 + 6] + 7/3 + [-2/5]
= (6/15) x [35/6] + 7/3 - 2/5
= ( 35 / 15) + 7/3 - 2/5
= ( 7/ 3) + 7/3 - 2/5
= 14/3 - 2/5
= ( 70 - 6 ) / 15
= 64/ 15
(6/15) x [5/6 + 6] + 7/3 + [-2/5] = 64/ 15
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