Question

c)solve it
2x - 3(2x + 3) /
7x+(3+4x) =7/6​

Answer 1

Answer:

2x-3(2x+3)/7x+(3+4x)=7/6.

2x-6x-9/7x+3+4x=7/6.

2x-6x-9=0.

2x-6x=9.

-4x=9.

x=9/4.

7x+3+4x=0.

7x+4x=-3.

11x=-3.

x=-3/-11.

x=3/11.

(9/4)/(3/11)=7/6.

3×4/11=7/6.

12/11=7/6.

I think this is your answer.

Answer 2

Answer:

Hence, the required value of x is -(75/101).

Step-by-step explanation:

Given:-

[{2x - 3(2x + 3)}/{7x + (3 + 4x)}] = 7/6

To find out:-

the value of x = ?

Solution:-

Given expression,

[{2x - 3(2x + 3)}/{7x + (3 + 4x)}] = 7/6

Variable a cannot be equal to -(3/11). Since division by zero is not defined. Multiply both sides of the equation by 6(11x + 3), the least common multiple of 7x + 3+ 4x, 6.

→ 6{2x - 3(2x + 3)} = 7(11x + 3)

→ 6(2x - 6x - 9) = 7(11x + 3)

→ 6(- 4x - 9) = 7(11x + 3)

→ - 24x - 54 = 7(11x + 3)

→ - 24x - 54 = 77x + 21

→ - 24x - 54 - 77x = 21

→ - 101x - 54 = 21

→ - 101x = 21 + 54

→ - 101x = 75

→ x = 75/-101

→ x = - (75/101)

Hence, the required value of x is -(75/101).