GACE Mathematics 3

Question 1

A Georgia 5th-grade teacher assesses student understanding of decimal place value. Which task best reveals conceptual understanding?

Accepted Answer

Asking students to explain why 0.3 is greater than 0.09 using place value language

Answer

Asking students to copy a list of decimals from the board

Answer

Having students complete a timed decimal addition drill

Answer

Showing students a video on decimals

Question 2

According to Georgia Standards of Excellence, which concept is introduced in kindergarten mathematics?

Accepted Answer

Counting to 100 and understanding numbers 0-20

Answer

Long division

Answer

Multi-digit multiplication

Answer

Fraction equivalence

Question 3

A Georgia teacher uses 'number talks' in her classroom. What is the PRIMARY purpose of this instructional routine?

Accepted Answer

Building mental math fluency and number sense through student discussion

Answer

Practicing written computation procedures

Answer

Reviewing test preparation materials

Answer

Introducing new math vocabulary

Question 4

Which Georgia Standard of Excellence concept requires students to understand that the equal sign represents a relationship of balance?

Accepted Answer

Algebraic Reasoning / Operations and Algebraic Thinking

Answer

Measurement and Data

Answer

Geometry

Answer

Number and Operations — Fractions

Question 5

A Georgia student says, 'I can't do math — I'm just not a math person.' Which teacher response best reflects GACE Mathematics pedagogy?

Accepted Answer

Affirming a growth mindset by highlighting the student's recent mathematical progress

Answer

Agreeing and offering an easier version of the task

Answer

Telling the student to try harder without additional support

Answer

Moving on to the next student to avoid embarrassing the child

Question 6

Under the GACE Mathematics framework, which strategy is MOST effective for differentiating instruction for advanced math learners in Georgia?

Accepted Answer

Providing curriculum compacting and extension tasks at greater depth

Answer

Giving advanced students more of the same problems

Answer

Having advanced students tutor peers instead of receiving instruction

Answer

Skipping grade-level standards entirely