sqrt(50)+sqrt(12)-4 sqrt(18)+4 sqrt(27)=?

Question

Answer 1

To solve the equation

, we first simplify the square roots:

Substituting these simplified forms into the equation, we get:

Next, we group the terms with similar radicals:

Factor out

from the first group:

Now, isolate the constant term on the right side:

To solve for

, we need to isolate

. Let's assume that the coefficients of

,

, and

are such that the equation holds true. We can equate the coefficients of each term separately.First, let's isolate the

term:

Since

, we have:

Next, let's check the coefficients of

and

:

Since the coefficients of

and

cannot be zero, we conclude that there is no solution for

that satisfies the equation.Therefore, the equation

has no solution for

.

Soru