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a. Test that the roots of Hie satis fi the Tational To Pox) =723x- 410c? - follo wing polynomial theorem: 3. 380c? t40 = (ax-4) (3x-2) (4x +5) the cirle bDetermine the radius alnd centre 14 the equation is circle clearly explain why not 9.+ + - 84 t 56 =0 of the equation not o By t 145C down the equiation which is b. Write psrpendicular to the line that passes thiough he following your answer slope- intercept form. two points (-2,4), (1, 10). Giue in point slope form and

a. Test that the roots of Hie satis fi the Tational To Pox) =723x- 410c? - follo wing polynomial theorem: 3. 380c? t40 = (ax-4) (3x-2) (4x +5) the cirle bDetermine the radius alnd centre 14 the equation is circle clearly explain why not 9.+ + - 84 t 56 =0 of the equation not o By t 145C down the equiation which is b. Write psrpendicular to the line that passes thiough he following your answer slope- intercept form. two points (-2,4), (1, 10). Giue in point slope form and

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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a Test that the roots of Hie following polynamia satisfy the rational ioot theoren: b- Determine the radius aind centre 4 the eqiation is circle clearly explain why not 9. 0 + 4? t 14 JC - By t 56 =0 Poc) =1230°- 410c? -3806? t40 = (x-4) (3x-2) (4x t5) of the circle equation of not the b.Write down Hhe eguiation which is perpendicular to the line that passes thiough the following two points (-2,4), (1, 10). Gile your answer in point slope form and slope- interscpt form:
Transcribed Image Text:a Test that the roots of Hie following polynamia satisfy the rational ioot theoren: b- Determine the radius aind centre 4 the eqiation is circle clearly explain why not 9. 0 + 4? t 14 JC - By t 56 =0 Poc) =1230°- 410c? -3806? t40 = (x-4) (3x-2) (4x t5) of the circle equation of not the b.Write down Hhe eguiation which is perpendicular to the line that passes thiough the following two points (-2,4), (1, 10). Gile your answer in point slope form and slope- interscpt form:
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