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𝑥^5 + 𝑥^2

Answer:

𝑥^5 + 𝑥^2

We can write the given question as,

𝑥^5 + 𝑥^2 = 𝑥^2(𝑥^3 + 1)

According to the equation,

𝑎^3 + 𝑏^3 = (𝑎 + 𝑏)(𝑎^2 − 𝑎𝑏 + 𝑏^2)

So we get,

𝑥^2(𝑥^3 + 1)

= 𝑥^2(𝑥^3 + 1^3)

Based on the equation,

= 𝑥^2[(𝑥 + 1)(𝑥^2 − 𝑥 + 1^2)]

= 𝑥^2(𝑥 + 1)(𝑥^2 − 𝑥 + 1^2)

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the question we have for the day is x
cube plus x to the power 2
so let's get started now to solve the
question
first we will take x square as a common
so from first part x cube is left from
second part
1 is left now here we will apply the
formula
which is a cube plus b q
1 can be written as 1 cube it will be
same as it
is so the formula will be a plus b
a square plus sorry minus a b plus b
square this we will use over here
so now this x square will remain as it
is
the bracket will get changed in x plus
1 in the second bracket x
x square minus
x multiplied by 1 plus 1 square
now if you further simplify this x
square will be as it is
in the square brack in the curl bracket
x
plus 1 then x square then minus x
plus 1
and square bracket close now we are not
going to simplify
any more because this will further
make a question go back to the previous
question
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