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Preparing for Success in RTI for the KYOTE Math Exam (9-12 and Secondary)

RULES

01 / Testing Frequency

High School seniors can take the college readiness math exam once each semester or trimester in which they are in a transitional course or some other type of targeted intervention.

However (math and reading only) one submission early in the semester can be a pre-test and then one following a targeted intervention of at least 2 months

If a student makes a 20 or 21 they are allowed to retake the math within one week. This is the same for the reading if scoring 90% of the pass rate. This can only happen once (not during pre-test, 18).

02 / Passing Scores

College Readiness math placement - 22 or higher (31)

College algebra placement -14 or higher (25)

Reading placement - 20 or higher

Writing placement - 6 or higher

03 / Practice/ Test

Practice exams online www.kyote.org

Recommend students using school email and a common password and the testing proctor having record of them both.

On line practice can not be saved

Unlimited about of time on the r eal test

Practice exams are now scheduled by the teacher just like the real KYOTE test.

Product

Tested Topics

KYOTE College Algebra Placement Exam Standards

Pre-Algrebra

1. Evaluate algebraic expressions at specified values of their variables using signed numbers, rational exponents, order of operations and parentheses.
2. Add, subtract and multiply polynomials.
3. Simplify algebraic expressions involving integer exponents.
4. Simplify algebraic expressions involving square roots and cube roots.
5. Factor a polynomial in one or more variables by factoring out its greatest common factor. Factor a trinomial. Factor the difference of squares.

Algebra 1 & 2

6. Add, subtract, multiply and divide rational expressions.

7. Simplify a rational expression.
8. Solve a linear equation.
9. Solve a multivariable equation for one of its variables.
10. Solve a linear inequality in one variable.
11. Solve a quadratic equation.
12. Solve an equation involving a radical, a rational or an absolute value expression.
13. Solve a system of two linear equations in two variables.

Basic Geometry

14. Solve problems that can be modeled using a linear or quadratic equation or expression.
15. Solve geometry problems using the Pythagorean theorem and the properties of similar triangles.
16. Understand and apply the relationship between the properties of a graph of a line and its equation.
17. Find the intercepts and the graph of a parabola given its equation. Find an equation of a parabola given its graph.
18. Evaluate a function at a number in its domain. Find the domain of a rational function or the square root of a linear function

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