The ACT is the leading US college admissions test which measures what the students have learned in high school and determines the students' academic readiness to the college.
Why do we need ACT test?
Since ACT is the leading US college
admissions test which measures what the students have learned in high
school and determines the students' academic readiness to the
college, it is very important for all the students to have better score in ACT.
Even though ACT test contains four multiple-choice tests: English, mathematics,
reading, and science, the crucial part for almost all the students is math.
Most of the students who write ACT test find it difficult to answer the questions in math.
To overcome the above problems, students must know answer for the two questions.
1. What is the syllabus for ACT math?
2. Where can i get ACT math practice questions?
Here students can get clear answer for the above two questions.
ACT math syllabus
Basic operations using whole numbers, decimals, fractions, and integers
Square roots and approximations
The concept of exponents
Ratio, proportion, and percent
Linear equations in one variable
Absolute value and ordering numbers by value
Elementary counting techniques and simple probability
Data collection, representation, and interpretation
Understanding simple descriptive statistics
2. Elementary Algebra
Properties of exponents and square roots
Evaluation of algebraic expressions through substitution
Using variables to express functional relationships
Understanding algebraic operations
The solution of quadratic equations by factoring
3. Intermediate Algebra
The quadratic formula
Rational and radical expressions
Absolute value equations and inequalities
Sequences and patterns
Systems of equations
Functions and modeling
Roots of polynomials
4. Co-ordinate Geometry
Graphing and the relations between equations and graphs, including points, lines, polynomials, circles, and other curves
Parallel and perpendicular lines
5. Pane Geometry
Properties and relations of plane figures, including angles and relations among perpendicular and parallel lines
Properties of circles, triangles, rectangles, parallelograms, and trapezoids
The concept of proof and proof techniques
Applications of geometry to three dimensions
Trigonometric relations in right triangles
Values and properties of trigonometric functions
Graphing trigonometric functions
Modeling using trigonometric functions
Use of trigonometric identities
Solving trigonometric equations
Apart from the stuff given above, if you need any other stuff in math, please use our google custom search here.