Pair the dots. A number is even when every dot has a partner. Write an equal-addend equation for even numbers.
Count the rows and columns. Write a repeated-addition equation for the array.
Read the ruler labels. The illustration is not actual size; do not measure the paper with a ruler.
Make a line plot of the given lengths. Put one X above a number for each measurement.
Read and sort the words by their r-controlled vowel spelling.
Match each contraction to its two-word form. Notice where the apostrophe replaces missing letters.
Read these two original folktale-style stories. Compare how their characters solve a similar problem.
Use the material observations to choose a material for a job. Explain with evidence.
Follow the arrows in the two models. Explain how an animal helps a plant.
Use the map and key. Each neighboring cell is one block. North is up; east is right.
Write a repeated-addition equation and a multiplication equation for each array.
Draw counters to show equal sharing or equal-sized groups. Write a division equation.
Use two steps. Write an equation with an unknown, solve it, and check whether your answer makes sense.
Compare each pair using <, >, or =. Explain using equal-sized wholes and the number or size of the parts.
Read the graph key carefully. Then create a graph from a new dataset.
Solve each problem. Include the measurement unit and show your calculation.
Infer a character trait and support it with an action or dialogue from the passage.
Use the supplied headings, caption, and glossary to find information.
Write an opinion paragraph about which activity a class should choose: gardening, art, or a nature walk.
Use the evidence cards. Decide whether each example mainly shows inherited information, an environmental influence, or both.
Use the fictional trial results to make predictions. Keep the setup the same except for the tested variable.
Use the fictional town timeline. Put events in order and calculate elapsed years.
List factor pairs and classify numbers. Explain your reasoning.
Use place value to compare digit values and round large whole numbers.
Use whole and fractional parts to write equivalent mixed numbers and improper fractions.
Connect shaded models, fractions, and decimals. The grid is one whole.
Read from 0 on the right-hand baseline. Measure the shown angle; use a real protractor for drawing.
Classify lines and shapes. Draw requested figures with labeled features.
Read the story. Distinguish its topic, theme, and summary.
Compare two fictional accounts of the same event. Identify information and perspective.
Rewrite each sentence with quotation marks, commas, capitals, and correct end punctuation.
Read the fictional observations. Explain energy transfer using evidence.
Compare waves drawn at the same horizontal scale. Amplitude is the height from the middle line to a crest. Wavelength is crest-to-crest distance.
Compare the two simplified maps of the same fictional region. North is up.
Align decimal place values. Estimate, calculate, and label units where provided.
Estimate the size of each answer, then calculate. Use place-value reasoning to check.
Draw equal parts to model each division. Explain whether you are sharing a fraction or counting fractional groups.
Divide using place-value strategies or an algorithm. Check by multiplication.
Convert within the same system. Use the conversion facts and show your calculation.
Draw a line plot for the measured lengths. One X represents one ribbon. Use eighths on the number line.
Make inferences using accurate short quotations from the passage. Explain how each quote supports your thinking.
Compare how the texts organize information, not just what they describe.
Use both original classroom sources to plan an informational report about shade in a schoolyard. Paraphrase and label source A or B. Do not invent findings.
Analyze the fictional measurements. Each closed container includes all its contents; nothing escapes.
Use the fictional observations from one Northern Hemisphere location. Identify patterns without treating one observation as a universal rule.
Use the timeline and adapted perspective summaries. These are classroom summaries, not verbatim historical quotations.
Draw fraction bars or a number line and determine how many divisor-sized groups fit. Simplify answers.
List factors or multiples. Use them to find GCF and LCM and explain a common-factor rewrite.