\(\dfrac{7a^2+3ab}{11a^2-8b^2}=\dfrac{7c^2+3cd}{11c^2-8d^2}\)
<=> (7a2 + 3ab)(11c2 - 8d2) = (7c2 + 3cd)(11a2 - 8b2)
<=> 77a2c2 - 56a2d2 + 33abc2 - 24abd2 = 77a2c2 - 56b2c2 + 33a2cd - 24b2cd
<=> 77a2c2 - 77a2c2 - 56 a2d2 - 56b2c2 + 33abc2 - 33a2cd - 24abd2 - 24b2cd
<=> -56a2d2 - 56b2c2 + 33abc2 - 33a2cd - 24abd2 - 24b2cd
