Menu Close

Find-the-range-of-values-of-x-for-which-the-expansion-of-the-binomial-2-3x-4-is-valid-I-need-help-with-explanation-please-




Question Number 120601 by Don08q last updated on 01/Nov/20
 Find the range of values of x for    which the expansion of the binomial   (2 − 3x)^(−4)  is valid.    I need help with explanation please
Findtherangeofvaluesofxforwhichtheexpansionofthebinomial(23x)4isvalid.Ineedhelpwithexplanationplease
Answered by Ar Brandon last updated on 01/Nov/20
Range: ∣3x∣<2              ⇒−2<3x<2             ⇒−(2/3)<x<(2/3)
Range:3x∣<22<3x<223<x<23
Commented by Don08q last updated on 01/Nov/20
 why is it valid for this range please?
whyisitvalidforthisrangeplease?
Commented by Dwaipayan Shikari last updated on 01/Nov/20
if ∣2−3x∣=0  (1/((2−3x)^4 )) will be infinite or undefined
if23x∣=01(23x)4willbeinfiniteorundefined
Commented by Dwaipayan Shikari last updated on 01/Nov/20
If x=−(2/3)  (2−3x)=4  So it must be −(2/3)≤x<(2/3)
Ifx=23(23x)=4Soitmustbe23x<23
Commented by Don08q last updated on 02/Nov/20
Alright. Thank you.
Alright.Thankyou.

Leave a Reply

Your email address will not be published. Required fields are marked *