NYSTCE Multi-Subject: Childhood key terms

The ability to notice, think about, and manipulate the individual sounds (phonemes) in spoken words, such as blending /c/ /a/ /t/ into the word "cat." It works with sound alone and does not involve printed letters.

The understanding that speech sounds are represented by letters and letter combinations in a predictable way, so readers can use letter-sound relationships to identify printed words. It is the conceptual bridge from oral language to written language.

Instruction in how letters and letter groups map onto speech sounds, taught systematically so students can decode unfamiliar words. Unlike phonemic awareness, phonics always involves printed letters and their sounds.

The process of translating printed letters and letter patterns into the sounds they represent in order to recognize or pronounce a word, including sounding out and applying known syllable patterns.

A way of splitting a one-syllable word into its initial consonant sound or cluster, the onset (as in /bl/ of "blend"), and the vowel-plus-ending chunk, the rime (-end). Useful for teaching rhyming and word families.

Reading text accurately, at an appropriate rate, and with suitable expression (prosody), which frees attention for making meaning. Oral fluency is often measured as words correct per minute plus a prosody rating.

An individually administered oral reading assessment in which the teacher marks a child's accurate words, substitutions, omissions, and self-corrections on a copy of the text, then analyzes the error patterns to plan instruction.

The three sources of information readers draw on to identify words and build meaning: graphophonic (letters and sounds), syntactic (grammar and word order), and semantic (meaning and context).

Deliberate thinking moves readers use to monitor and repair comprehension, such as predicting, questioning, visualizing, rereading, and summarizing when meaning breaks down.

The organizational pattern an author uses to arrange ideas, such as compare-contrast, cause-effect, sequence, description, or problem-solution. Recognizing the pattern helps students organize, remember, and summarize information.

A way of sorting words for instruction: Tier 1 everyday words, Tier 2 high-utility academic words appearing across subjects, and Tier 3 domain-specific terms. Tier 2 words usually deserve the most instructional time.

The recursive stages writers move through: prewriting, drafting, revising, editing, and publishing or sharing. Effective instruction treats these as flexible steps writers revisit rather than a fixed lockstep sequence.

Small-group instruction in which the teacher chooses texts at students' instructional level, introduces the text, and supports each reader's use of strategies while the rest of the class works independently.

Instantly recognizing how many objects are in a small set, such as seeing four dots on a die without counting them one by one. It builds the foundation for counting on and early addition.

A flexible, intuitive grasp of quantity, magnitude, and relationships among numbers, including the ability to decompose numbers, estimate, and judge whether an answer is reasonable.

The principle that a digit's value depends on its position in a number, so in 4,072 the 4 means four thousands and the 7 means seven tens. It underlies written computation and regrouping.

Breaking a number into parts, such as 8 as 5 + 3 or 10 - 2, to make computation easier, build fluency, and prepare for regrouping and algebraic reasoning. Composing numbers is the reverse process.

A linear model that shows numbers as equally spaced points in order, used to compare magnitudes, add and subtract by moving along it, and represent fractions, decimals, and negative numbers.

Rules describing how operations behave: commutative (order does not change a sum or product), associative (grouping does not change them), distributive (multiplication over addition), and identity. They support mental math and later algebra.

A sequenced instructional approach in which a concept is first modeled with manipulatives, then with pictures or drawings, then with symbols and numbers, so students build understanding before they meet procedures.

The conventional step-by-step procedure for computing with multi-digit numbers, such as column addition with regrouping. It should be taught after students understand the place-value reasoning that makes it work.

Fractions that name the same amount even though their numerators and denominators differ, such as 1/2 and 3/6. Multiplying or dividing both numerator and denominator by the same nonzero number produces an equivalent fraction.

Perimeter is the distance around a shape, measured in linear units; area is the amount of surface a shape covers, measured in square units. Confusing the two measures is a common student error.

Numbers that summarize a data set with one typical value: the mean (average), the median (middle value), and the mode (most frequent value). Choosing among them depends on the data's shape and any outliers.

Structured classroom discussion in which students explain strategies, compare solution methods, and justify reasoning with evidence, building both conceptual understanding and academic language in mathematics.

The process of asking testable questions, planning and carrying out investigations, gathering and interpreting data, and building evidence-based explanations. In classrooms it is usually taught as a cycle rather than a rigid recipe.

A testable, tentative prediction or proposed explanation about how variables are related, stated before an investigation and revised in light of the evidence collected. It is more than a random guess because it rests on reasoning.

An observation is information gathered directly through the senses or through measurement. An inference is a logical interpretation or explanation built from observations plus prior knowledge. Distinguishing the two is a core science-process skill.

The sequence of stages an organism passes through from one generation to the next, such as egg, larva, pupa, and adult in a butterfly, or seed, seedling, and mature plant in a flowering plant.

A model of the overlapping feeding relationships in an ecosystem that shows how energy and matter move from producers through consumers and decomposers. It consists of many interconnected food chains.

A heritable trait or behavior that improves an organism's chances of surviving and reproducing in its environment, such as camouflage or thick fur. Adaptations arise through natural selection acting over many generations.

The common physical forms matter takes, chiefly solid, liquid, and gas, distinguished by how tightly packed and how freely moving their particles are. Changes of state involve energy transfer, not the creation of new substances.

The continuous movement of water among the atmosphere, land, and oceans through evaporation, transpiration, condensation, precipitation, and runoff or collection, driven mainly by energy from the Sun.

A force is a push or pull that can change an object's speed or direction. A net force causes a change in motion, while with no net force an object keeps doing what it was doing (inertia).

Rotation is Earth spinning on its axis about once every 24 hours, producing day and night. Revolution is Earth's yearly orbit around the Sun, which combines with axial tilt to produce the seasons.

The basic visual building blocks artists use: line, shape, form, color, value, texture, and space. Naming them helps students both make artwork and describe what they see in art criticism.

The ways the elements of art are organized within a composition: balance, contrast, emphasis, movement, pattern, rhythm, and unity. They describe how an artwork is put together and how it guides the viewer's eye.

An original document, artifact, image, or account created by someone who witnessed or took part in an event, such as a letter, photograph, or diary. It is contrasted with secondary sources, which interpret such evidence after the fact.

The tools that make a map readable: title, legend or key, compass rose, scale, and grid or coordinates. Each tells the reader what symbols mean, which way is north, and how distances translate to the real world.