Problem preview
MF.EQ.1 Challenge MF-028-A12-V04

Translate verbal phrases and short contexts into algebraic expressions.

Match several phrases and expressions by structure

Problem

Identify \(\text{every}~\text{representation}\) with the same algebraic structure as \(n\) divided by the entire quantity \(4~+~p\). Report the complete set of labels.

Representations:
A. \(n/(4~+~p)\)
B. \(n/4~+~p\)
C. divide \(n\) by the sum of \(4\) and \(p\)
D. the quantity \(n\) divided by \(4\), then add \(p\)
E. the quotient of \(n\) and \(4\), increased by \(p\)
F. \(n~\div~(p~+~4)\)
G. divide the quantity \(4~+~p\) by \(n\)
H. \(n\) over the quantity \(p\) plus \(4\)

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Four variants of this problem type
Curriculum context
Standard
MF.EQ.1
Category
Pre-Algebra
Domain
Expressions
Objective
Translate verbal phrases and short contexts into algebraic expressions.
Problem type
Match several phrases and expressions by structure