If two ordered pairs are related as
$$(\dfrac{a}{4},a−2b)=(0,6+b)$$, then $$a+b$$ is

Question

If two ordered pairs are related as 
$$(\dfrac{a}{4},a−2b)=(0,6+b)$$, then $$a+b$$ is

Uniteasy Admin · Accepted Answer

$$(\dfrac{a}{4},a−2b)=(0,6+b)$$
$$\implies$$
$$\dfrac{a}{4} = 0$$, then $$a = 0$$
$$a−2b = 6+b$$, then $$b = -2$$
then
$$a+b = -2$$
Therefore
D is the correct choice

Multiple Choice Question (MCQ)

Answer