What is the answer to (3(9/7)+3)+(4(9/7)-12)-180=A ?

The answer to (3(9/7)+3)+(4(9/7)-12)-180=A is A=-180

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(3(9/7)+3)+(4(9/7)-12)-180=A

(3 (\frac{9}{7}) + 3) + (4 (\frac{9}{7}) - 12) - 180 = A

A = - 180

Solution steps

(3 (\frac{9}{7}) + 3) + (4 (\frac{9}{7}) - 12) - 180 = A

Switch sides

A = (3 (\frac{9}{7}) + 3) + (4 (\frac{9}{7}) - 12) - 180

Simplify

(3 (\frac{9}{7}) + 3) + (4 (\frac{9}{7}) - 12) - 180 : - 180

A = - 180

e^{-, at}

\frac{x - 4}{x - 3} < 0

5 (x - 2) + 50 = 300

\frac{2 - i}{2 + 2 i}

x + 2 < \frac{x}{x + 2}

What is the answer to (3(9/7)+3)+(4(9/7)-12)-180=A ?
The answer to (3(9/7)+3)+(4(9/7)-12)-180=A is A=-180
Solve for A: (3(9/7)+3)+(4(9/7)-12)-180=A
The solution is A=-180