
STAAR Algebra 1 High School 2017 - Past Paper
Quiz by Algebra I - Texas Education Agency
High School
Math (Archived)
Texas Essential Knowledge and Skills (TEKS)
Feel free to use or edit a copy
includes Teacher and Student dashboards
Measures 35 skills from
Measures 35 skills from
Track each student's skills and progress in your Mastery dashboards
With a free account, teachers can
- edit the questions
- save a copy for later
- start a class game
- automatically assign follow-up activities based on students’ scores
- assign as homework
- share a link with colleagues
- print as a bubble sheet
54 questions
Show answers
- Q160sA.11.A: Numerical Radical Expressions
- Q260sA.2.I: Linear Equation Systems
- Q360sA.3.D: Graph Linear Inequalities
- Q460sA.7.C: Effects Of Parent Function
- Q560sA.2.A: Linear Function
- Q660sA.11.B: Numerical & Algebraic Expressions
- Q760sA.8.A: Quadratic Equations
- Q8The graph of an exponential function is shown on the grid. Which dashed line is an asymptote for the graph?Line rLine tLine sLine q60sA.9.D: Graph Exponential Functions
- Q9Which situation best represents causation?When it rains several inches, the water level of a lake increases.When fewer firefighters report to a house fire, the damage caused by the fire decreases.When the number of bus stops increases, the number of car sales decreases.When ice cream sales increase, incidents of sunburn increase.60sA.4.B: Association & Causation
- Q1060sA.6.C: Quadratic Functions Solutions & Graphs
- Q1160sA.5.A: Linear Equations
- Q12A lifeguard earns $320 per week for working 40 hours plus $12 per hour worked over 40 hours. A lifeguard can work a maximum of 60 hours per week. Which graph best represents the lifeguard’s weekly earnings in dollars for working h hours over 40?60sA.3.C: Graph Linear Functions
- Q1360sA.10.A: Add & Subtract Polynomials
- Q14The graph of quadratic function f is shown on the grid. What is the y-intercept of the graph of f?Users enter free textType an Answer60sA.7.A: Graph Quadratic Functions
- Q1560sA.9.C: Growth & Decay Of Exponential Functions