a.

The point (3,7) is not within the hiding spot defined by the inequality y ≤ 3x - 2.

b.

The point (3,7) is within the hiding spot defined by the inequality y < 3x - 2.

c.

The point (3,7) is within the hiding spot defined by the inequality y ≥ 3x - 2.

d.

The point (3,7) is within the hiding spot defined by the inequality y ≤ 3x - 2.

e.

The point (3,7) is within the hiding spot defined by the inequality y = 3x - 2.

Answer:

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Curabitur id consequat justo. Cras pellentesque urna ante, eget gravida quam pretium ut. Praesent aliquam nibh faucibus ligula placerat, eget pulvinar velit gravida. Nam sollicitudin pretium elit a feugiat. Vestibulum pharetra, sem quis tempor volutpat, magna diam tincidunt enim, in ullamcorper tellus nibh vitae turpis. In egestas convallis ultrices. Sed non sem ultricies, sollicitudin sem facilisis, commodo justo. Maecenas mattis sodales nunc, et auctor massa fermentum a. Maecenas eget nisl felis.

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Curabitur id consequat justo. Cras pellentesque urna ante, eget gravida quam pretium ut. Praesent aliquam nibh faucibus ligula placerat, eget pulvinar velit gravida. Nam sollicitudin pretium elit a feugiat. Vestibulum pharetra, sem quis tempor volutpat, magna diam tincidunt enim, in ullamcorper tellus nibh vitae turpis. In egestas convallis ultrices.

Answer

You must have a teacher account to see the answer

IARA TIP

Are you preparing an exam or test?

With Teachy, it's possible to generate these materials automatically, without spending hours searching for questions 😉

Those who search for this subject, also viewed these questions...

Question

Question

Difficulty Medium

Source:

SINGAPORE-JC

Equations and Inequalities Graphically

Difficulty Medium

Question

Question

Difficulty Hard

Source:

Teachy

A local farmer is planning to set up two rectangular fields for his crops. He has 200 meters of fencing available. He wants to set up one field that is twice as long as it is wide. The second field should be three times as long as it is wide. The farmer wants the combined area of the two fields to be as large as possible. Assuming that the farmer uses all the available fencing, formulate the system of equations representing the constraints on the lengths and widths of the fields, and graph these equations on a coordinate plane. What do the intersection points of these equations represent in the context of the problem?

Equations and Inequalities Graphically

Difficulty Hard

Question

Question

Difficulty Easy

Source:

CMRJ

A person bought a car for cash, obtaining a 10% discount.
He paid with 37,620 fifty-cent coins. The price of the car, without the discount,
was:

Percents: Introduction

Difficulty Easy

Question

Question

Difficulty Medium

Source:

Teachy

Binomial Theorem

Difficulty Medium

2023 - All rights reserved