Answer:
The mass of the chocolate will be between 2.42 ounces and 2.58 ounces, the absolute value inequality is: 
Step-by-step explanation:
The ideal mass of the chocolate is 2.5 ounces, although it can vary by 0.08 ounces, this variation can occur for greater masses and lesser ones. Therefore the actual mass of the each chocolate will sit between the ideal mass minus 0.08 and the ideal mass plus 0.08. Therefore we can construct the following inequality:

The mass of the chocolate will be between 2.42 ounces and 2.58 ounces, the absolute value inequality is: 
t value lies between (2,3) so, answer is option d
Answer:
which part are you stuck on
Step-by-step explanation:
90 degrees <span>counterclockwise rotation about the origin
</span>(x,y) ....(-y, x)
E(2,2) to E'(-2,2)
F(2,4) to F'(-4, 2)
then <span>translation 1 unit to the right
</span>E'(-2,2) to E'(-1,2)
F'(-4, 2) to F'(-3, 2)
answer is
D.) A 90-degree counterclockwise rotation about the origin followed by a translation 1 unit to the right