for-the-hyperbola-x236-y249-1-what-are-the-values-of-a-and-b

Question

For the hyperbola x236−y249=1\frac{$$x^2$$}{36}-\frac{$$y^2$$}{49}=1, what are the values of aa and bb?

Accepted Answer

a=6a = 6b=7b = 7

Answer

a=7a = 7b=6b = 6

Answer

a=6a = 6b=49b = 49

Answer

a=36a = 36 b=49b = 49

For the hyperbola x236−y249=1\(\frac{x^2}{36}\)-\(\frac{y^2}{49}\)=1, what are the values of aa and bb?