Given that S^3 on the bottom 1 (e^x)dx=(e^3)-e use the properties of integrals and this result to evaluate S^3 on the bottom 1 (5e^x − 1) dx. I got 5e^3x-5e-1 is this correct? Please help!

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Given that S^3 on the bottom 1 (e^x)dx=(e^3)-e use the properties of integrals and this result to evaluate S^3 on the bottom 1 (5e^x − 1) dx. I got 5e^3x-5e-1 is this correct? Please help!

Mathematics
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i didn't get what bottom?
|dw:1436131237742:dw|
so integral?> we need to find an integral or solve equation? or what>?

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Other answers:

evaluate
|dw:1436131640196:dw|
oh ok
|dw:1436120897687:dw|
I had 5(e^3x -1)-(1)(1)
where did the 3 and +1 come from?
do you know integration?
when you have numbers
|dw:1436121144797:dw|
keep this in mind, newton-leibniz formula(if i remember correctly,i mean the name,formula is correct :D )
oh okay thank you!
i just did it again (5e^3-1)-(5e^1-1)=5e^3-1-5e+1 im still not getting the 3?
watch my integration
it is 5e^x-x not 5e^x-1 after integration
i need help with my english thoug :D
oh okay got it! thanks!

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