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CLEAR CHECK


Part A: The solution to 3xβˆ’13=βˆ’4 is x=3.



The solution to 3xβˆ’13>βˆ’4 is x { } 3.



A value for x that is a solution to 3xβˆ’13=βˆ’4 is x= { }


. A value for x that is a solution to 3xβˆ’13>βˆ’4 is x= { }


.



Part B: The solution to βˆ’3xβˆ’13=βˆ’4 is x=βˆ’3.



The solution to βˆ’3xβˆ’13>βˆ’4 is x { } βˆ’3.



A value for x that is a solution to βˆ’3xβˆ’13=βˆ’4 is x= { }


. A value for x that is a solution to βˆ’3xβˆ’13>βˆ’4 is x={ }

Relax

Respuesta :

Answer:

The correct answer is

3x βˆ’ 13 > βˆ’4 is x { > } 3.

3x βˆ’ 13 = βˆ’4 is x= { 3 }.

3x βˆ’ 13 > βˆ’4 is x= { 5 } .

βˆ’3x βˆ’ 13 > βˆ’4 is x { < } βˆ’3.

βˆ’3x βˆ’13 = βˆ’4 is x= { -3 } .

βˆ’3x βˆ’ 13 > βˆ’4 is x= { -5 }.

Step-by-step explanation:

Part A: The solution to 3x βˆ’ 13 = βˆ’4 is x=3.

The solution to 3x βˆ’ 13 > βˆ’4 is x { > } 3.

β‡’ 3x > 13 - 4

β‡’ 3x > 9

β‡’ x > 3.

A value for x that is a solution to 3x βˆ’ 13 = βˆ’4 is x= { 3 }

A value for x that is a solution to 3x βˆ’ 13 > βˆ’4 is x= { 5 } .

Any number more than 3 can be considered as a solution to this inequality.

Part B: The solution to βˆ’3x βˆ’13 = βˆ’4 is x=βˆ’3. Β 

The solution to βˆ’3x βˆ’ 13 > βˆ’4 is x { < } βˆ’3.

β‡’ -3x > 13 - 4

β‡’ -3x > 9

β‡’ x < -3.

Β 

A value for x that is a solution to βˆ’3x βˆ’13 = βˆ’4 is x= { -3 }

A value for x that is a solution to βˆ’3x βˆ’ 13 > βˆ’4 is x= { -5 }

Any number less than -3 can be considered as a solution to this inequality.