Peta attempted to solve the following equation. Explain Peta's error.       x (x - 5) = 20                  x = 20 and x - 5 = 20                  x = 20 and x = 25

Respuesta :

Answer:

Peta can only use the zero product property when the product of factors is equal to zero.

Peta must multiply x by (x - 5).

Peta must write the equation in standard form, then factor the expression.

Each factor must be set equal to zero, not 20.

Step-by-step explanation:

for edge 2020 <3

Peta's error was splitting the equation to x = 20 and x - 5 = 20

The given expression is:

x(x  -  5)   =   20

Peta made an error by splitting the equation into x = 20 and x - 5 = 20

Correct approach:

x(x  -  5)   =  20

Expand the Left Hand Side

x² - 5x  =  20

Rearrange the equation, and equate to zero

x²  -  5x  -  20   =   0

Solve the resulting quadratic equation using the quadratic formula to get the solution:

x  =  7.62,  x  =  -2.62

Learn more here: https://brainly.com/question/12653195