laurie is trying to stay within 10 feet of her current diving depth of -30 feet (with regard to sea level)…

laurie is trying to stay within 10 feet of her current diving depth of -30 feet (with regard to sea level) so that the light is still good but she can be close to the sea life during her scuba dive. which two equations can be used to find the minimum and maximum depths laurie wants to stay between? -30 - x = 10 and -30 - x = -10 -30 + x = 10 and -30 + x = -10 x + 10 = 30 and x + 10 = -30 x - 10 = 30 and x - 10 = -30

laurie is trying to stay within 10 feet of her current diving depth of -30 feet (with regard to sea level) so that the light is still good but she can be close to the sea life during her scuba dive. which two equations can be used to find the minimum and maximum depths laurie wants to stay between? -30 - x = 10 and -30 - x = -10 -30 + x = 10 and -30 + x = -10 x + 10 = 30 and x + 10 = -30 x - 10 = 30 and x - 10 = -30

Answer

Answer:

-30 + x = 10 and -30 + x = -10

Explanation:

Step1: Definir la variable

Sea x el cambio en la profundidad.

Step2: Encontrar la profundidad máxima

La profundidad máxima se obtiene sumando 10 pies a la profundidad actual de - 30 pies, lo que da -30 + x = 10.

Step3: Encontrar la profundidad mínima

La profundidad mínima se obtiene restando 10 pies a la profundidad actual de -30 pies, lo que da -30 + x = -10.