Alabama Course of Study: Mathematics — Alabama
Investigates bivariate data and association patterns in scatter plots. This Grade 8 reporting domain maps to 2 practice skills and 8 representative questions from the playable bank.
Alabama Course of Study: Mathematics — Alabama
Alabama’s ACAP Summative is a state assessment tied to Alabama’s own K-12 mathematics standards and reporting structure rather than a national consortium blueprint. The publicly accessible assessment page does not expose a separate ACAP math blueprint in the fetched content, so the safest official coverage basis is Alabama’s mathematics standards organization into grade-level domains.
ACAP uses the Independent / state-specific framework (by grade domains structure).
Alabama Department of Education - Assessment
Alabama Office of Mathematics Improvement
A trend line for the number of car washes a club holds and the club's funds in dollars is . According to the line, how many dollars did the club have before holding any car washes?
At , dollars: the -intercept is the starting amount.
A two-way table has rows Dog/Cat and columns Boys/Girls: Dog&Boys=10, Dog&Girls=6, Cat&Boys=5, Cat&Girls=9. How many chose Dog in total?
Row total for Dog: .
A trend line for miles jogged and calories burned is . How many calories does the line predict for a -mile jog?
calories.
A two-way table has rows Dog/Cat and columns Boys/Girls: Dog&Boys=10, Dog&Girls=6, Cat&Boys=5, Cat&Girls=9. What fraction of all surveyed were Dog and Boys? Simplify.
.
A trend line predicts Mia will spell words correctly in a spelling bee. She actually spells words correctly. What is the residual (actual minus predicted)?
Residual words.
A two-way table has rows Bus/Walk and columns 6th/7th: Bus&6th=12, Bus&7th=8, Walk&6th=4, Walk&7th=16. How many were surveyed in total?
Add all cells: .
A line of best fit for the number of lawns Jaden mows and his savings in dollars is . According to the line, how many dollars did Jaden have saved before mowing any lawns?
At lawns, : the -intercept is the starting savings.
A two-way table has rows Bus/Walk and columns 6th/7th: Bus&6th=12, Bus&7th=8, Walk&6th=4, Walk&7th=16. How many chose Bus in total?
Row total for Bus: .
The ACAP placement starts with this test's real coverage map and finds the right difficulty.