Minnesota Academic Standards in Mathematics (2007; assessed by MCA-III in grades 3-8 and 11 through 2026-27. 2022 standards phase in with MCA-IV beginning 2027-28) — Minnesota
Uses properties of operations to generate equivalent expressions and solve equations and inequalities. This Grade 7 reporting domain maps to 2 practice skills and 8 representative questions from the playable bank.
Minnesota Academic Standards in Mathematics (2007; assessed by MCA-III in grades 3-8 and 11 through 2026-27. 2022 standards phase in with MCA-IV beginning 2027-28) — Minnesota
Minnesota’s MCA math is a state assessment tied to Minnesota Academic Standards in Mathematics rather than a separate national framework. The official public resources available here point to Minnesota-specific standards implementation, and absent a test blueprint, the coverage map should be organized by the state’s grade-level math domains that closely parallel CCSS-M. Note: the current MCA-III assesses the 2007 Minnesota standards in grades 3-8 and 11; Minnesota administers a single comprehensive high-school (grade 11) math test, NOT Algebra I / Geometry / Algebra II end-of-course exams — the 'High School / MCA EOC' band below is the grade-11 HS administration. (MCA-IV on the 2022 standards begins 2027-28.)
MCA uses the Independent / state-specific framework (by grade domains structure).
Minnesota Department of Education MCA page
Minnesota Academic Standards in Mathematics implementation reference
MCA-III Mathematics Test Specifications, Grades 3-8 and 11
A phone battery must be charged to at least before a software update can begin. The battery is currently at . What is the minimum increase needed in the battery charge, in percentage points, so that the update can begin?
The charge must reach at least . The minimum increase is
Solve for : .
Isolate : .
A ride at a fair requires a height of at least inches. A child is inches tall. What is the minimum increase needed in the child's height, in inches, so that the child meets the requirement?
The height must be at least inches. The minimum increase is
Solve for : .
Isolate : .
Airline rules allow a carry-on bag to weigh at most pounds. A bag weighs pounds. What is the minimum decrease needed in the bag's weight, in pounds, so that it meets the rule?
The bag must weigh at most pounds. The minimum decrease is
Solve for : .
Subtract 4 from both sides: .
A band competition allows an instrument case's length, width, and height to total at most inches. A case measures inches in total. What is the minimum decrease needed in that total, in inches, so that the case meets the rule?
The total must be at most inches. The minimum decrease is
Solve for : .
Isolate : .
The MCA placement starts with this test's real coverage map and finds the right difficulty.