bu $$ y^{2}=4 x $$ parabola tenglamasini qutb koordinatalar sistemasida ifodalang.

Question

UpStudy AI · Accepted Answer

Parabola $$ y^{2} = 4x $$ qutb koordinatalar sistemasida quyidagicha ifodalanadi:

$$
r = \frac{4 \cos \theta}{\sin^{2} \theta}
$$

Bu yerda:
- $$ r $$ — nuqtaning qutb koordinatasidagi masofasi,
- $$ \theta $$ — nuqtaning qutb koordinatalaridagi burchagi.

Shunday qilib, parabola tenglamasini qutb koordinatalar sistemasida yuqoridagi shaklda ifodalash mumkin.
Parabola $$ y^{2} = 4x $$ qutb koordinatalar sistemasida quyidagicha ifodalanadi: $$ r = \frac{4 \cos \theta}{\sin^{2} \theta} $$ Bu yerda, $$ r $$ nuqtaning qutb koordinatasidagi masofasini, $$\theta$$ esa nuqtaning qutb koordinatalaridagi burchakini ifodalaydi.

bu parabola tenglamasini qutb koordinatalar sistemasida ifodalang.

Solución de inteligencia artificial de Upstudy

Responder

Solución

Bonus Knowledge

preguntas relacionadas

Latest Geometry Questions