Task id16667
📂 Physics
👤 nerdmavr
Product Description
Prove that the tangent to any point of the parabola x2=2py forms an angle with the abscissa axis, the tangent of which is equal to the abscissa of the point divided by the parameter p (i.e. tga=x/p).
Additional Information
Detailed solution. Format gif
No Reviews Yet
Be the first to leave a review for this product!
Related Products
Solving a problem in physics section 35 point 11 optics
Seller: Massimo86
Prokofiev VL - solution of the entire version 01 on the
Seller: Михаил_Перович
Prokofiev VL - solution of the entire version 01 on the
Seller: Михаил_Перович
Solving a problem in physics section 48 point 75 mechan
Seller: Massimo86
Task 31195
Seller: Юрий Физик
Solving a problem in physics section 36 paragraph 2 qu
Seller: Massimo86
Prokofiev VL - the solution of the entire version 10 in
Seller: Михаил_Перович
Prokofiev VL - the solution of the entire version 06 in
Seller: Михаил_Перович