A company discovers that to produce x = 890 new electronic parts, it will cost y =980 new electronic parts, it will cost $55400.Compute the slope of the costs and choose the most accurate statement from the following:O Costs are decreasing at a rate of $54 per item.item.O Costs are decreasing at a rate of $55 perO Costs are increasing at a rate of $54 per item.O Costs are increasing at a rate of $55 per item.Costs are increasing at a rate of $52 per item.O Costs are decreasing at a rate of $52 per item.$50450. To produce

Given x=890 new electric parts, costs y=50450 and to produce x=980 new parts, it costs y=55400.

A company discovers that to produce a = 890 new electronic parts, it will cost y = 980 new electronic parts, it will cost $55400. Compute the slope of the costs and choose the most accurate statement from the following: O Costs are decreasing at a rate of $54 per item. O Costs are decreasing at a rate of $55 per item. O Costs are increasing at a rate of $54 per item. O Costs are increasing at a rate of $55 per item. O Costs are increasing at a rate of $52 per item. O Costs are decreasing at $50450. To produce

A company discovers that to produce a = 890 new electronic parts, it will cost y = 980 new electronic parts, it will cost $55400. Compute the slope of the costs and choose the most accurate statement from the following: O Costs are decreasing at a rate of $54 per item. O Costs are decreasing at a rate of $55 per item. O Costs are increasing at a rate of $54 per item. O Costs are increasing at a rate of $55 per item. O Costs are increasing at a rate of $52 per item. O Costs are decreasing at $50450. To produce

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015

1st Edition

ISBN:9781680331141

Author:HOUGHTON MIFFLIN HARCOURT

Publisher:HOUGHTON MIFFLIN HARCOURT

Chapter6: Exponential Functions And Sequences

Section: Chapter Questions

Problem 6CA

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An accounting firm determines that the value V (in dollars) of a copier t years after its purchase is given by V=300t+1500. Interpret the y - intercept and slope of this line.

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