Anja represents the inequality 4-g/8 < - 15 with the phrase “the quotient of the difference of 4 and a number and 8 is at least –15.” Which describes Anja’s error?

Respuesta :

Answer:

Anja’s phrase should have ended with “less than –15”, not “at least –15”.

Step-by-step explanation:

Given the statement:

Anja represents the inequality [tex]\frac{4-g}{8}< -15[/tex]

with the phrase “the quotient of the difference of 4 and a number and 8 is at least –15.”

Let the number be g.

“the quotient of the difference of 4 and a number and 8" translated to [tex]\frac{4-g}{8}[/tex]

"at least" means [tex]\leq[/tex]

then;

“the quotient of the difference of 4 and a number and 8 is at least –15.” translated to [tex]\frac{4-g}{8}\leq -15[/tex]

Therefore, Anja’s phrase should have ended with “less than –15”, not “at least –15”.

Answer:

C

Step-by-step explanation:

person above me is correct

have a good day! :))