SOLUTION:
Expand {{{ (1-3x)e^3x as far as the term x^4 using a power series for e^x.
I`m stumped, I can work it out whe n figures are involved, but add x`s y`s etc, clueless!! Thanks
Algebra ->
Exponential-and-logarithmic-functions
-> SOLUTION:
Expand {{{ (1-3x)e^3x as far as the term x^4 using a power series for e^x.
I`m stumped, I can work it out whe n figures are involved, but add x`s y`s etc, clueless!! Thanks
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Question 66345:
Expand (1-3x)e^3x as far as the term x^4 using a power series for e^x.
I`m stumped, I can work it out whe n figures are involved, but add x`s y`s etc, clueless!! Thanks Answer by venugopalramana(3286) (Show Source):
You can put this solution on YOUR website! Expand Expand (1-3x)e^3x as far as the term x^4 using a
power series for e^x.=1+X+(X^2/2!)+(X^3/3!)+(X^4/4!)+.....
HENCE(1-3X)E^X=(1-3X)[1+X+(X^2/2!)+(X^3/3!)+(X^4/4!)+.....]
=1+X+(X^2/2!)+(X^3/3!)+(X^4/4!)+.....-3X-3X^2-(3X^3/2!)-(3X^4/3!)..TAKING TERMS UP TO X^4 ONLY
=1-2X-(5X^2/2)-(4X^3/3)-(11X^4/24)
I`m stumped, I can work it out whe n figures are involved, but add x`s y`s etc, clueless!! Thanks
