Dear Sir,

Please Answer the following question using Rolle`s Theorem.

The Equation
(x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0
has.
a) all roots are real
b) one real and 8 imaginary roots
c) real roots namely x= 3,3^2,3^3 ......
d) five real and 4 imaginary roots.

Question

Dear Sir,

Please Answer the following question using Rolle`s Theorem.

The Equation
(x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0
has.
a) all roots are real
b) one real and 8 imaginary roots
c) real roots namely x= 3,3^2,3^3 ......
d) five real and 4 imaginary roots.

Einstein Albert · Answer

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Dear Sir, Please Answer the following question using Rolle`s Theorem. The Equation (x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0 has. a) all roots are real b) one real and 8 imaginary roots c) real roots namely x= 3,3^2,3^3 ...... d) five real and 4 imaginary roots.

Dear Sir,

Please Answer the following question using Rolle`s Theorem.

The Equation
(x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0
has.
a) all roots are real
b) one real and 8 imaginary roots
c) real roots namely x= 3,3^2,3^3 ......
d) five real and 4 imaginary roots.

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Dear Sir, Please Answer the following question using Rolle`s Theorem. The Equation (x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0 has. a) all roots are real b) one real and 8 imaginary roots c) real roots namely x= 3,3^2,3^3 ...... d) five real and 4 imaginary roots.

Dear Sir, Please Answer the following question using Rolle`s Theorem. The Equation(x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0has.a) all roots are realb) one real and 8 imaginary rootsc) real roots namely x= 3,3^2,3^3 ......d) five real and 4 imaginary roots.

1 Answers

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Other Related Questions on Differential Calculus

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Dear Sir,

Please Answer the following question using Rolle`s Theorem.

The Equation
(x-3)^9 + (x-3^2) ^9 + (x-3^3)^9 +..........+(x-3^9)^9 =0
has.
a) all roots are real
b) one real and 8 imaginary roots
c) real roots namely x= 3,3^2,3^3 ......
d) five real and 4 imaginary roots.