Question

Please answer ASAP with explanation.

Answer 1

Answer:

Option (a)

(-3,2)

Step-by-step explanation:

Given :-

(2a+b,11) and (1,a-3b) are equal ordered pair

To find:-

Find (a,b)?

Solution:-

Given that

(2a+b,11) and (1,a-3b) are equal ordered pair

=> (2a+b,11) = (1,a-3b)

On comparing both sides then

2a+b = 1 ---------------(1)

11 = a-3b

=> a-3b = 11 -----------(2)

=> a = 11+3b------------(3)

On substituting the value of a in (1) then

=> 2(11+3b) + b = 1

=>(2×11)+(2×3b) + b = 1

=> 22 +6b+b = 1

=> 22+7b = 1

=> 7b = 1-22

=> 7b = -21

=> b = -21/7

=> b = -3

On substituting the value of b in (3) then

=> a = 11+3(-3)

=> a = 11-9

=> a = 2

Therefore, a = -3 and b = 2

Answer:-

The value of (a,b) for the given problem is (-3,2)