Question

Y=-8x+Кореньx -3x^2 y=arcsinx*(x^3+7x-4кореньx)

Answer 1

Ответ:

x=-y/7

Пошаговое объяснение:

решите для x:

y=-7x

y=-7x это эквивалентно - 7x = y:

- 7x = y

разделим обе стороны на - 7:

Ответ: x=-y/7

y'=(x^3)'*arcsinx+(x^3)*(arcsinx)'=3*x^2*arcsinx+(x^3)/√(1-x^2)

Answer 2

It seems like you've provided two equations involving variables x and y. Let's break down the equations and see what they represent:

1. $y = -8x + \sqrt{x} - 3x^2$
2. $y = \arcsin(x) \cdot (x^3 + 7x - 4\sqrt{x})$

These equations are defined in terms of x and y. The first equation is a polynomial function of x that defines y in terms of x. The second equation involves trigonometric and polynomial terms as well.

If you have specific questions about these equations, such as finding solutions, understanding their behavior, or any other related inquiries, feel free to ask!