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A small airplane can hold 44 passengers. Fifteen passengers board the plane.

a. Identify an inequality that represents the additional number of passengers, p, that can board the plane.

Responses

15+p<4415+p<44

p−44≤15p minus 44 is less than or equal to 15

15+p≥4415 plus p is greater than or equal to 44

15+p≤4415 plus p is less than or equal to 44
Question 2
Solve the inequality.
The solution is
.


Question 3
b. Which best explains whether or not 30 more passengers can board the plane?

Responses

30 more passengers cannot board the plane. Only 29 more passengers can board the plane.
30 more passengers cannot board the , plane., Only 29 more passengers can board , the plane.

30 more passengers can board the plane. 44 more passengers can board the plane.
30 more passengers can board the , plane., 44 more passengers can board , the plane.

30 more passengers cannot board the plane. Only 15 more passengers can board the plane.
30 more passengers cannot board the , plane., Only 15 more passengers can board , the plane.

30 more passengers can board the plane. 59 more passengers can board the plane.
30 more passengers can board the , plane., 59 more passengers can board , the plane.

Sagot :

a. The inequality that represents the additional number of passengers, p, that can board the plane will be D. 15+p≤44 15 plus p is less than or equal to 44

b. The option that represents the people who can board the plane is A. 30 more passengers cannot board the plane. Only 29 more passengers can board the plane.

How to calculate the value?

From the information, the small airplane can hold 44 passengers. Fifteen passengers board the plane.

Let P = those that can board the plane.

P + 15 ≤ 44

Collect like terms

P ≤ 44 - 15

P ≤ 29

The highest number of passengers that can enter the plane is 29.

Learn more about inequalities on:

brainly.com/question/24966055

#SPJ1

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