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3 Given x+y³ - 100y = 8, answer the following questions. a.) Find all values of y that correspond to x = 8. Separate your answers by commas if necessary and enter exact value(s). y = 0,50,-50 b.) Find the slope of the tangent line at each value of y found in part a. Enter your answers as a comma separated list if necessary. 1 100 Y= y= c.) For each value of y', find the equations of the tangent lines. y= 1 200 1 100 x V 8 100 CU 4

3 Given x+y³ - 100y = 8, answer the following questions. a.) Find all values of y that correspond to x = 8. Separate your answers by commas if necessary and enter exact value(s). y = 0,50,-50 b.) Find the slope of the tangent line at each value of y found in part a. Enter your answers as a comma separated list if necessary. 1 100 Y= y= c.) For each value of y', find the equations of the tangent lines. y= 1 200 1 100 x V 8 100 CU 4

Intermediate Algebra
Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter11: Conics
Section11.1: Distance And Midpoint Formulas; Circles
Problem 11.2TI: Use the rectangular coordinate system to find the distance between the points (5,3) and (3,3).
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Given x +y³ - 100y = 8, answer the following questions. a.) Find all values of y that correspond to x = 8. Separate your answers by commas if necessary and enter exact value(s). y = 0,50,-50 b.) Find the slope of the tangent line at each value of y found in part a. Enter your answers as a comma separated list if necessary. 1 100 Y= c.) For each value of y', find the equations of the tangent lines. Y= Y= 1 200 1 100 -X 8 100 instructor ✩
Transcribed Image Text:Given x +y³ - 100y = 8, answer the following questions. a.) Find all values of y that correspond to x = 8. Separate your answers by commas if necessary and enter exact value(s). y = 0,50,-50 b.) Find the slope of the tangent line at each value of y found in part a. Enter your answers as a comma separated list if necessary. 1 100 Y= c.) For each value of y', find the equations of the tangent lines. Y= Y= 1 200 1 100 -X 8 100 instructor ✩
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