Creating Speech Traces

 Essay upon Creating Talk Outlines

MAT265 Review Concerns for Examination 2

Merchandise and Subdivision Rules ( )( 1 ) Suppose ( ) installment payments on your Suppose the derivative of ( ) ( )

) with ( ) exists. Imagine ( )

( ) ( )

Find ( ) Permit ( )

( )

( ) at a. Find an equation of the tangent line to ( ) at b. Find an formula of the tangent line to 3. Suppose tangent to by is and tangent to line tangent to the pursuing curves by ( ) ( ) a. w. ( ) ( )

at

can be

Find the

Chain Guideline using a table )) and ( ) ( 5. Let ( ) ( ( )), ( ) ( ( )), ( ) ( ( ( ) ). Using the stand to calculate the following derivatives. a. ( ) m. ( ) c. ( ) g. ( ) e. ( ) farreneheit. ( ) 0 -1 1 2 -2 one particular 0 five 4 a couple of 2 several 3 a few 10 3 5 -5 1 20 4 1 -8 3 15 a few 0 -10 2 20

( ) ( ) ( ) ( )

Derivative of composite functions 5. Assume is differentiable on [-2, 2] with ( ) Evaluate the followings. a. ( ) n. ( ) ( ) c. ( ) ( ) ( ). Let ( )

Other String Rule 6. Solve. a. Suppose [ ( )] b. If perhaps Horizontal tangent 7. Find all points on [ ] at which ( ) features horizontal tangent. and ( ) and ( ), find when ever

Find

( ).

Tangent line applying Implicit Difference 8. You should find an equation with the tangent range to the curve at the presented point. a. ( ) b. c. ( Second Derivatives 9. Find a. n. Related Prices 10. Yellow sand falls coming from an expense bin at a rate of 3 and accumulates within a cone formed pile, in whose height is definitely equal to 2 times the radius. How quickly is the level of the cone rising when the height can be 2 yards? 11. Two small aircraft approach an airport, 1 flying due west for 120 mi/hr and the additional flying because of north at 150 mi/hr. Assuming they will fly perfectly constant elevation, how quickly is the length between the airplanes changing when the westbound planes is 180 mi from your airport plus the northbound planes is 240 mi through the airport. 12. If a snowball melts in order that its surface area decreases in the rate of, find the rate at which the diameter reduces when the diameter is 10 cm. (Hint: Surface area ) 13. A 13-ft step ladder is inclined against a vertical wall when Jack begins yanking the feet of the corporate away from the wall at a rate of. How fast is the top of the ladder moving down the wall when the ft . of the step ladder is five ft from the wall?. ( ) ) в€љ ( ( ) )

Linear Approximation 14. Use the thready approximation in the function ( ) в€љ at to approximate the

number в€љ. 15. Employ Differentials (or linear approximation) to estimated the followings. a. ( ) b. ( )

Calculating Mistake Using Differentials 16. The circumference of a sphere was measured to be 84 cm with a conceivable error in measurement of 0. 2 cm. a. Use differentials to calculate the maximum mistake in the calculated surface area. m. Calculate the relative error. c. Estimate the percentage error. Limits of Exponentials 17. Find the following limits: a. 18. Allow ( ) a. m. ( )

b.. Discover the following limits: ( ) ( )

Inverse Features 19. Consider ( ) в€љ ( )? a. What is n. Compute ( and let )( ).

) ( ) using the formula (

(

( ))

20. Consider ( ) a. Get ( ). b. Discover ( ). c. Discover ( ) ( ).

( ) for

.

Derivatives of Normal Logarithms and Exponentials 21. Use logarithmic differentiation to find a. b. c. ( ) 22. Imagine ( ) 23. Assume ( ) ( в€љ ( ( ) )

if:

)

(

. Find ( ) ( ). (Hint: Check out inverse function theorem in 3. 2) ). What is ( )? What is ( )

Inverse Trigonometric Capabilities 24. Confirm the followings. a. in the event b. in the event c. in the event 25. Get l'Hospital's Guideline 26. Discover the following restrictions using l'Hospital's Rule: a. b. c. d. elizabeth. ( ( ( )

( ) then ( ) then ( ) then (

( )

в€љ

...

).

) in which k can be an integer.

( ). )..

Take note: There is a fair assumption that a majority of of these answers are not incorrect. 1 . 45 2 . a) 3. a) b) b) f) -36000

4. a) 100 b) -100 c) -16 d) 60 e) 120 5. a. three or more 6. a. 21/2 7. ( eight. a) on the lookout for. a) 10. 11. 12. 13. 14. 15. a) 0. 05 16. a) 17. a) -49 18. a) 0 19. a) 20. a) 0 twenty one. a) 22. Вј 3. 24. twenty-five. 26. a) -1/2 b) в€ћ c) 2/3 d) (

m. 0

c. -3 b. 33 ) b) b)

( )

) (

c)

metres per minute

в€љ

mi/hr: length...

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