Give x, y is real number satisfy [math]log\sqrt{x^2+2024y^2+2024}=\frac{x^4}{4048(y^2+1)}log(x^2+1)+logx[/math] When [imath]x^4+2024y[/imath] reaches the minimum value, the value of [imath]5x-3y[/imath] falls within which of the following ranges?
[imath]A. (30;32)[/imath]
[imath]B. (36;38)[/imath]
[imath]C. (32;34)[/imath]
[imath]D. (34;36)[/imath]
I used Google Translate to rewrite the topic. I hope you understand if it's wrong. Help me! Thanks.
I tried transforming to find the x, y relationship, but it wasn't very promising
[imath]A. (30;32)[/imath]
[imath]B. (36;38)[/imath]
[imath]C. (32;34)[/imath]
[imath]D. (34;36)[/imath]
I used Google Translate to rewrite the topic. I hope you understand if it's wrong. Help me! Thanks.
I tried transforming to find the x, y relationship, but it wasn't very promising