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MTTC Math (Elementary) (089) Resources
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Understanding the exact breakdown of the MTTC Mathematics (Elementary) test will help you know what to expect and how to most effectively prepare. The MTTC Mathematics (Elementary) has 80 multiple-choice questions . The exam will be broken down into the sections below:
| MTTC Mathematics (Elementary) Exam Blueprint | ||
|---|---|---|
| Domain Name | % | Number of Questions |
| Mathematical Processes and Number Concepts | 28% | 22 |
| Patterns - Algebraic Relationships Functions | 28% | 22 |
| Measurement and Geometry | 22% | 18 |
| Data Analysis - Statistics - Probability Discrete Mathematics | 22% | 18 |
MTTC Mathematics (Elementary) Study Tips by Domain
- Use problem-solving steps (represent, plan, compute, check) and always verify reasonableness with an estimate; red flag: an exact answer that violates basic magnitude (e.g., bigger than the original when multiplying by a fraction).
- Apply place value and base-ten reasoning for whole numbers and decimals, including regrouping with meaning; common trap: shifting the decimal without using a power-of-10 rationale.
- Demonstrate multiple models for fractions (area, set, number line) and connect them to equivalent fractions; priority rule: only compare fractions after making denominators or benchmarks (½, 1) comparable.
- Interpret operations conceptually (e.g., division as equal groups or rate) and choose an efficient strategy; contraindication: using an algorithm when the context calls for interpretation of remainders (round down/up or report remainder).
- Work with integers and rational numbers on the number line, including absolute value as distance; common trap: treating subtraction as commutative or mixing up sign rules without a model.
- Use properties of operations (commutative, associative, distributive) to compute mentally and justify steps; red flag: “cancelling” across addition/subtraction in a fraction (only valid with multiplication factors).
- Translate verbal statements into algebraic expressions and equations (including inequalities) by defining variables explicitly; common trap—reversing relational phrases like “less than” (x − 5 vs. 5 − x).
- Use order of operations and properties (distributive, associative, commutative) to simplify and evaluate expressions; red flag—dropping parentheses when distributing a negative sign.
- Identify and extend numeric and geometric patterns, then write a rule that works for all terms (not just the next one); priority rule—check your rule against at least two nonconsecutive terms to avoid a misleading pattern.
- Represent relationships with tables, graphs, and equations and move between forms; common trap—confusing slope (rate of change) with y-intercept (starting value) in linear situations.
- Understand function basics: input/output, domain/range, and function notation f(x); red flag—assuming every relationship is a function (use the vertical line test to confirm).
- Solve one-step and multi-step equations/inequalities and interpret solutions in context; contraindication—for inequalities, reversing the sign when multiplying/dividing by a negative is required.
- Convert within and between customary and metric units using a consistent method (e.g., factor-label) — red flag: multiplying/dividing by the wrong power of 10 (cm?m, mL?L) or mixing units inside one calculation.
- Perimeter/area/volume: perimeter is linear, area is square units, volume is cubic units — common trap: giving an area answer in linear units or forgetting to square/cube the scale factor when a figure is resized.
- Angle relationships (complementary, supplementary, vertical, linear pairs) and lines cut by a transversal (corresponding/alternate interior) — priority rule: only assume “equal angles” when parallel lines are stated or proven.
- Classify and reason about 2D shapes (triangles by sides/angles; quadrilaterals and their hierarchy) — trap: assuming every parallelogram is a rectangle or that a rhombus must have right angles.
- Coordinate geometry basics: plot points, find distance on grids, and interpret slope as rate of change — red flag: mixing up rise/run signs or using absolute differences when direction matters.
- Transformations and symmetry: translate, reflect, rotate, and identify lines of symmetry/congruence — common trap: reflecting over the wrong axis/line or rotating in the wrong direction (clockwise vs. counterclockwise) from the stated center.
- Choose the right graph for the data type: bar/Pareto for categorical, histogram/box plot for quantitative, and scatter plot for two quantitative variables; red flag—using a line graph for non-time categorical data.
- Compute and interpret center and spread (mean/median/mode; range/IQR; mean absolute deviation); common trap—using the mean with skewed data or outliers instead of the median and IQR.
- Use sampling and survey basics: random sampling reduces bias, and larger samples reduce variability; priority rule—check for undercoverage, voluntary response, or leading questions before trusting results.
- Probability: distinguish theoretical vs experimental probability and ensure outcomes are equally likely when using counting; red flag—assuming independence when events are dependent (e.g., without replacement).
- Apply compound probability with organized lists, tables, tree diagrams, and the multiplication/addition rules; common trap—adding probabilities of overlapping events without subtracting the intersection.
- Discrete mathematics: use Venn diagrams and simple counting (fundamental counting principle, permutations vs combinations) to solve finite problems; red flag—mixing up permutations and combinations when order does (or does not) matter.
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MTTC Mathematics (Elementary) Aliases Test Name
Here is a list of alternative names used for this exam.
- MTTC Mathematics (Elementary)
- MTTC Mathematics (Elementary) test
- MTTC Mathematics (Elementary) Certification Test
- MTTC Math (Elementary) test
- MTTC
- MTTC 089
- 089 test
- MTTC Mathematics (Elementary) (089)
- Mathematics (Elementary) certification
