Vocabulary
Solving linear equations
Solving equations with variables on both side
Solving Inequalities in One Variable
Absolute Value Equations and Inequalities
100
An equation rule for a relationship between two or more quantities is a(n) ______
What is a Formula
100
The solution to 5X+28=18
What is X=-2
100
The solution 3+5x=6-13x
What is x=1/6
100
The solution to -2+5x>8+3x
What is X>-5
100
The solution(s) of |2x-3|=1
What are X=2 and x=1
200
A well-defined collection of elements is a(n) _______
What is a Set
200
The solution to 3(4X+8)=60
What is X=3
200
The solution to 3x-10+4x= -2(x-4)+9
What is x=3
200
What is the solution to 5x+2<4(x+1)
What is X<2
200
What are the solution(s) to |x-4|=9
What are X=13 and X=-5
300
Any of the distinct objects of a set is called a(n) _____
What is an Element
300
The solution to 3(7X-11)+9=4 in fraction form
What is 1 1/3 or 4/3
300
The solution to 3/6(3n-4)-1/2=n+4
What is n=13
300
What is the solution to -4(3x-1)+6x≥4(4)
X≤-2
300
What are the solution(s) to |4x-175|≤ 20
What are X≤48.75 and X≥38.75
400
An equation in which letters are used for constants and variables is a(n) _____
What is a Literal equation
400
The solution to 0.25(7x+9)--3.75=4
What is -1.33333333333333333
400
The solution to 6x-5=2(3x+4)
What is no solution or -5≠8
400
What is the solution to 7/2x+19≥3/2x-7
x≥-13
400
What are the solution(s) to 2.25(-73+5X)≥|-15.75|
x≥13.2
x≥16
500
An equation that is true for all possible values of the variables is a(n) _____
What is an Identity
500
LaTanya will walk her bike from her house to the bike shop, which is 1.5 mi from her house, to get the bike fixed. After getting her bike repaired, she rides home. If the whole errand took one hour, how much time did LaTanya spend at the bike shop?
What is t=0.35
500
Arabica coffee costs $28 per pound and Robusta coffee costs $8.75 per pound. How many pounds of Arabica coffee must you mix with 3 pounds of Robusta coffee to make a blend that costs $15.50 per pound?
What is a=1.62
500
Derek wants to order some roses online. For what number of roses is it less expensive to order from?
What is 37.5<X
500
Ashton is hosting a banquet. He plans to spend $400, plus or minus $50, at a cost of $25 per guest. Solve |25x - 400| = 50 to find the maximum and minimum number of guests. If there can be up to 7 guests at each table, what is the minimum number of tables Ashton should reserve so that every guest has a seat?
The minimum number of guests is 14 while the maximum number of guests is 18. The minimum number of tables required is 2