Question 66641This question is from textbook Algebra 1
: This is a word problem in the chapter Solving Multi-Step Linear Inequalities. Please help me understand how to solve this question. Thank you.
Each frame in an animated feature film takes at least one hour to draw. When projected, 35-millimeter film runs at 24 frames per second. A 2 1/2 hour movie has about 216,000 frames.
Write an inequality that describes the number of hours it would take to draw the frames needed for a 1 1/2 hour animated feature film.
This question is from textbook Algebra 1
Answer by ankor@dixie-net.com(22740)   (Show Source):
You can put this solution on YOUR website! This is a word problem in the chapter Solving Multi-Step Linear Inequalities. Please help me understand how to solve this question. Thank you.
Each frame in an animated feature film takes at least one hour to draw. When projected, 35-millimeter film runs at 24 frames per second. A 2 1/2 hour movie has about 216,000 frames.
:
Write an inequality that describes the number of hours it would take to draw the frames needed for a 1 1/2 hour animated feature film.
:
If 1 hr required for each frame, the number of hours required would equal the number of frames, however, they say at least, so we have to use h => (equal or greater than)
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Let h = number of hours require:
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Frames per sec = 24, seconds in an hr = 60*60 = 3600, so we have:
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h => 24 * 3600 * 1.5
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h => 129,600
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