Consider the expression βˆ’ + 3 10 x .
a. As x βˆ’ values increase, does the value of the expression increase, decrease, stay the
same, or is it impossible to tell? Explain.
b. When the value of x changes by a total of βˆ’5 units, by how much does the value of
the expression βˆ’ + 3 10 x change? Explain.

Respuesta :

Answer:

x

3

βˆ’

2

x

2

βˆ’

8

x

x

2

βˆ’

4

x

=

x

+

2

, but Β 

x

cannot take values Β 

x

=

0

and Β 

x

=

4

Explanation:

x

3

βˆ’

2

x

2

βˆ’

8

x

x

2

βˆ’

4

x

= Β 

x

(

x

2

βˆ’

2

x

βˆ’

8

)

x

(

x

βˆ’

4

)

= Β 

x

(

x

2

βˆ’

4

x

+

2

x

βˆ’

8

)

x

(

x

βˆ’

4

)

= Β 

x

(

x

(

x

βˆ’

4

)

+

2

(

x

βˆ’

4

)

)

x

(

x

βˆ’

4

)

= Β 

x

(

x

βˆ’

4

)

(

x

+

2

)

x

(

x

βˆ’

4

)

= Β 

x

(

x

βˆ’

4

)

(

x

+

2

)

1

x

(

x

βˆ’

4

)

= Β 

x

+

2

but Β 

x

cannot take values Β 

x

=

0

and Β 

x

=

4

as that makes the denominator Β 

x

2

βˆ’

4

x

=

0

.

Step-by-step explanation:

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