What Does “Meets” vs “Exceeds” Look Like in Math?
Grades 3–8
I tutor K–6. Grades 7–8 included as a planning reference.
These are tutor-created, representative problems that illustrate the difference between being solidly on grade level (“Meets”) and showing advanced readiness (“Exceeds”). They are not official test questions and they don't guarantee a specific score level.
How to use this
- Choose your child's grade.
- Try the “Meets” set first (no help; show work).
- If “Meets” is comfortable, try “Exceeds.”
- Notice whether your child can explain their reasoning clearly.
- 1A class has 6 tables. Each table has 4 students. Then 5 students leave early. How many students are still in the room? Show your steps.
- 2A rectangle has an area of 24 square units. One side is 3 units. What is the other side length? Draw (or describe) a rectangle that fits.
- 1An L-shape is made from a 6-by-4 rectangle with a 4-by-2 rectangle missing from the bottom-right corner. Find the area AND the perimeter of the L-shape. Explain your reasoning.
- 2True or false? If you add 4 to a number and then multiply by 3, you get the same result as multiplying the number by 3 and then adding 12. Pick a side and prove it with numbers and words.
You're looking for: accuracy + clear reasoning + independence (not just getting an answer with hints).
Tip: Speed isn't everything — but if grade-level work is consistently slow, stressful, or error-prone, targeted practice helps.
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