Respuesta :
Answer:
[tex](a-c)(y+5)[/tex]
Step-by-step explanation:
Given expression:
[tex]y(a-c)+5a-5c[/tex]
To solve the above expression.
Solution:
We have:
[tex]y(a-c)+5a-5c[/tex]
We see that 5 is a common factor to the last two terms.
Using distributive property we can factor out 5 from the last two terms.
So, we get:
⇒ [tex]y(a-c)+5(a-c)[/tex]
We find out that [tex](a-c)[/tex] is a common factor to the whole expression.
Again using distributive property to factor out [tex](a-c)[/tex] from the expression.
⇒ [tex](a-c)(y+5)[/tex] (Answer)
We get a completely factored form of the expression.
Answer:
(a - c)(Y + 5)
Step-by-step explanation:
Y(a -c) + 5a - 5c
Y(a - c) + 5(a - c)
(a - c)(Y + 5)
Otras preguntas
