Answer Happy

This question has 7 parts. Each of the 7 parts (Part A - Part G)
has a dropdown list of possible answers. Choose the best answer
from the dropdown list for EACH part of the question below. The
mean number of reported calories (μ) consumed in the previous day
by a population of high school students in a local town was
calculated to be 2350, with a standard deviation (σ) of 360. You
will use the information above to complete the question parts
below. Part A: What is the z-score for a patient with an observed
number of calories of 1900 (rounded to the nearest hundredth)? PART
A ANSWER: -1.25 Part B: What is the z-score for a patient with an
observed number of calories of 2750 (rounded to the nearest
hundredth)? PART B ANSWER: 1.11 Part C: What is the probability
that a person chosen at random will have consumed either below 1900
or above 2750 calories on the previous day? PART C ANSWER: 0.4591
***************************************************** Part D: What
is the z-score for a patient with an observed number of calories of
2400 (rounded to the nearest hundredth)? PART D. ANSWER: 0.14 Part
E: What is the z-score for a patient with an observed number of
calories of 2900 (rounded to the nearest hundredth)? PART E ANSWER:
[ Select ] Part F: What is the probability that a person chosen at
random will have consumed between 2400 and 2900 calories on the
previous day? PART F ANSWER: [ Select ]
***************************************************** Part G: What
number of reported calories (i.e, what observation (X)) marks the
top 30% of highest reported calories consumed among this population
of high school students? PART G ANSWER: [ Select ]