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Biblioteka

UNIT 4 PRACTICE TEST *LEVEL 3 and 4* IF YOU WANT AN A+ or B!

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Posljednje ažuriranje about 2 years ago
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Pitanje 1
1.

Match each vocabulary word to its definition. (Relaciona cada palabra del vocabulario con su definición.)

Stavka koja se može prevućiarrow_right_altOdgovarajuća stavka

No Solution

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Consists of two or more linear equations that have the same variables.

Substitution Method

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Any ordered pair that satisfies all the equations in a linear system.

Elimination Method

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The lines of the two linear equations intersect at exactly one point.

Solution of a Linear System

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The lines of the two linear equations do not intersect.

One Solution

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The lines of the two linear equations intersect at every point

Infinite Solutions

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Used to solve systems of equations by solving an equation for one variable and substituting the resulting expression into the other equation(s).

System of Linear Equations

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Used to solve systems of equations in which one variable is eliminated by adding or subtracting two equations of the system.

Pitanje 2
2.

Which of the following points is a solution to the system of inequalities?

Pitanje 3
3.
Pitanje 4
4.
Pitanje 5
5.
Pitanje 6
6.

Jamian bought a total of 50 bagels and donuts for a morning meeting. He paid a total

of $62.50. Each donut cost $0.75 and each bagel cost $3.25.

Write and solve a system of linear equations to determine the number of bagels and donuts Jamian brought to the morning meeting.

Use the method you think is best to solve the system. In the space below, EXPLAIN why you chose that method and the characteristics of the system that makes this method most appropriate.

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Pitanje 7
7.
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Pitanje 8
8.

How much have the ticket prices changed from last year to now?

*NOW COMPARE THE TWO ANSWERS YOU GOT FROM THE LAST QUESTION AND TELL ME THE DIFFERENCE IN $$$*

^this hint won't be on actual test

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Pitanje 9
9.

How many times can he ride the Rockin’ Rollercoaster?

USE THE ANSWER FROM THE FIRST PART TO FIGURE THIS ONE OUT

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Pitanje 10
10.

Will he have any money left over, and if so, how much?