Question

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Answer 1

Is there any way to solve this type of inequality
(x+3)^3(x+1)^2.5 >0

Answer 2

we can't solve this using normal method

Answer 3

\(a\)\(b\) > 0

requires

both \(a\) and \(b\) be of same sign

Answer 4

oh you're looking for some fast way is it...

Answer 5

no not a fast way actually but i don't know if it is possible to find the sollutions when when component is raised to a decimal like 2.5

Answer 6

they aren't whole numbers

Answer 7

@ganeshie8

Answer 8

you could split 2.5 into 2 + 1/2

Answer 9

(x+1)^2(x+1)^0.5 like that

Answer 10

Yeah.

Answer 11

so what about the 1/2 raised power how do we solve that then

Answer 12

square root is always positive.

Answer 13

However, you'll get a restriction on the domain for x i.e x>-1 as x+1>0 (because sqrt of negative numbers in complex)