Question

1344/14/4*34-35% of 540-45% of 1320=x

Answer 1

Answer:

$( \frac{ \frac{1344}{14} }{4} \times 34) - ( \frac{35}{100} \times 540) - ( \frac{45}{100} \times 1320) \\ = (\frac{96}{4} \times 34) - 189 - 594 \\ = 816 - 189 - 594 \\ = \underline{ \underline{33}}$

Answer 2

The answer is 33.

Given,

Equation: 1344/14/4*34-35% of 540 - 45% of 1320 = x

To Find,

The value of x =?

Solution,

Using the BODMAS rule, we have

(1344/14/4)*(34) - (35% of 540) - (45% of 1320) = x

$(\frac{96}{4}*34 ) - (\frac{35}{100}*540 ) - (\frac{45}{100} * 1320 ) = x\\(24*34) - (3.5 * 54) - (4.5 * 132) = x\\816 - 189 - 594 = x\\x = 816 - 783\\x = 33$

Hence, the value of x is 33.