The correct option is B 2 ( 18) + ( 36) ÷ ( 6) 5 x ( 2) Applying the BODMAS rule = 18 + 6 5 x ( 2) = 18 + 6 +10 = 18 + 16 = 2 ...

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BODMAS

-18+-36 ÷-6-5...

Question

(-18) + (-36) ÷ (-6) - 5 x (-2) =?

-2

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Solution

The correct option is A
-2

(-18) + (-36) ÷ (-6) -5 x (-2)

Applying the BODMAS rule

= -18 + 6 - 5 x (-2)

= -18 + 6 +10

= -18 + 16

= -2

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Similar questions

(6 - 5 x y) (6 + 5 x y)

\frac{6^{- 4} \times 12^{3} \times 36}{3^{- 5} \times 18^{2}} = m

m =

27 m^{3} + 216 n^{3}

Labour(Units)	Total Product	Average Product	Marginal Product
1 2 3 4 5 6	40 - - 180 - -	- - - - 36 -	- 60 50 - - -18

\frac{6}{18} = \frac{x}{36}

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