91影视

A square root asks what number multiplied by itself will yield the given number. For example, the square root of 25 is 5 because 5 multiplied by 5 equals 25. We write the square root of x as 饾懃.
In our exercise, we need to solve the equation 饾懃 = 10. This means we should find the value of x that, when we take its square root, equals 10. To remove the square root from the equation, we perform the opposite operation 鈥� squaring. Therefore, squaring both sides simplifies the problem.

Algebraic equations are mathematical statements that use variables, numbers, and operations. They tell us that two expressions are equal. In the provided exercise, the equation is 饾懃 = 10. Variables like x represent unknown values that we need to find.
In algebra, solving equations involves isolating the variable on one side of the equation. This often requires performing operations like addition, subtraction, multiplication, division, and in this specific exercise, squaring. These operations must be done equally to both sides to maintain the equation's balance.

Solving equations involves finding the value of the variable that makes the equation true. Let's break down the step-by-step process of solving present exercise:
1. **Understand the equation:** Here, we have 饾懃 = 10, and we need to solve for x.
2. **Eliminate the square root:** To do this, square both sides of the equation. For our equation, it becomes 饾懃 = 10.
3. **Simplify the equation:** When we simplify, we find that x = 100.
4. **Verify the solution:** Substitute x = 100 back into the original equation. Since 饾懃 = 10 is true, we have correctly solved the equation.
By following these steps, we ensure that we have found the correct value for the variable and that our solution is accurate.