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F-IF.5 Warmup M2-019-A08-V04

Relate the domain of a quadratic function to its graph and situation.

Choose an appropriate graph window for a quadratic model in context

Problem

Define a graph window for \(R(p)=p(48-2p)\) that covers \(0\le~p\le~24\) and leaves visible space above maximum revenue \(288\). Give \(\text{both}~\text{axis}~\text{intervals}\), confirm the boundary outputs, and explain the chosen upper revenue bound.

Neutral graph-window card. It contains no candidate graph or answer information; all window candidates are stated equally in the answer choices. Open full size
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Four variants of this problem type
Curriculum context
Course
Math II
Standard
F-IF.5
Category
Functions
Domain
Interpreting Functions
Objective
Relate the domain of a quadratic function to its graph and situation.
Problem type
Choose an appropriate graph window for a quadratic model in context