Question Info

This question is public and is used in 1 test or worksheet.

Type: Multiple-Choice
Category: Trigonometry
Level: Grade 11
Standards: HSF-TF.B.5
Tags: HSF-TF.A.5
Author: HTPhysics
Created: a month ago

View all questions by HTPhysics.

Trigonometry Question

View this question.

Add this question to a group or test by clicking the appropriate button below.

Grade 11 Trigonometry CCSS: HSF-TF.B.5

The brightness of a pulsating star varies periodically. The star completes one full cycle every 10 days. Its brightness ranges from a minimum magnitude of 8.0 to a maximum magnitude of 6.0. Using a sine function B(t), where t is measured in days and the midline is the average brightness, which model is accurate?
  1. [math]B(t) = sin((π/5)t) + 7.0[/math]
  2. [math]B(t) = 7.0sin((π/5)t) + 1.0[/math]
  3. [math]B(t) = 2.0sin((π/5)t) + 7.0[/math]
  4. [math] B(t) = sin(10πt) + 7.0[/math]
You need to have at least 5 reputation to vote a question down. Learn How To Earn Badges.