Simplify the expression using BODMAS rule:: (3/2) of (4/7) {(10 × 3) – (8 × 2)}
1. 6
2. 12
3. 18
4. 14
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Given: expression (3/2) of (4/7) {(10 × 3) – (8 × 2)}
To Find: (3/2) of (4/7) {(10 × 3) – (8 × 2)} = ?
Solution:
- BODMAS implies Bracket, of, Division, Multiplication, Addition, Subtraction.
- ∴ This series should be followed to simplify the expression.
- First, the brackets should be opened: to open the bracket multiplication should be followed by subtraction.
= (3/2) of (4/7) { (30) - (16)} (Multiplication)
= (3/2) of (4/7) {30 - 16} (Subtraction)
2.Second, solve for of:
= (3/2) of (4/7) × 14 (solving for of)
= 3/2 × 4/7 × 14
=3/2 × 4/1 × 2 ( 7 × 2 = 14 hence, cancelled)
=3/1 × 2/1 × 2 ( 2 × 2 = 4 hence, cancelled)
=3 × 2 × 2
=12
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