Question

СРАВНИ ДВА УРАВНЕНИЯ X+15=25 И X+20=30 ЧЕМ ОНИ ОТЛИЧАЮТСЯ ПРОВЕРЬ НЕ ЯВЛЯЕТСЯ ЛИ ЧИСЛО 10 КОРНЕМ ВТОРОГО УРАВНЕНИЯ

Answer 1

Первое: х = 10
Второе х = 10 
Они не отличаются , 10 является корнем для обоих уравнений. 

Answer 2

1 равно x+15=25 25-15=10 10+15=25 2 равно x+20=30 30-20=10 10+20=30

Answer 3

Comparing Equations

Let's compare the two equations X + 15 = 25 and X + 20 = 30.

The first equation is X + 15 = 25. The second equation is X + 20 = 30.

Difference Between the Equations

The main difference between the two equations is the constant value on the right-hand side of the equation.

Checking if 10 is a Root of the Second Equation

To check if 10 is a root of the second equation, we can substitute 10 for X in the equation X + 20 = 30 and see if it satisfies the equation.

Substituting X = 10 into the equation: 10 + 20 = 30 30 = 30

As the equation is satisfied when X = 10, it means that 10 is a root of the second equation.