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Mathematics
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OpenStudy (yolo729):
i need help
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OpenStudy (yolo729):
OpenStudy (yolo729):
don't tell me the answer i need help solving it
OpenStudy (3mar):
May I help?
OpenStudy (yolo729):
yes
OpenStudy (3mar):
Thank you.
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OpenStudy (yolo729):
welcom
OpenStudy (3mar):
I know the answer but I need you to pick it, not me.
The principle is to sum the powers to the same bases.
\[\frac{ x^a }{ x^b }=x^{a-b}\]
OpenStudy (3mar):
Can you share your work?
OpenStudy (yolo729):
OK so it is 4^-2--2--3/ 4^5-4
OpenStudy (3mar):
Sorry for late.
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OpenStudy (yolo729):
its ok
OpenStudy (3mar):
you mean?
\[4^{-3+2-2}*3^{4-5}=4^{-3}*3^{-1}=\frac{ 1 }{ 3 *4^3}\]
OpenStudy (3mar):
@yolo729
OpenStudy (yolo729):
sorry
OpenStudy (3mar):
No problem.
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OpenStudy (yolo729):
so is that the answer
OpenStudy (3mar):
Yes, but is this what you are trying to type in?
OpenStudy (yolo729):
this is my aswers i have to choose from
3/4
4/3
42^/3
3^3/4
OpenStudy (3mar):
What did you pick?
OpenStudy (yolo729):
4^2/3 for C
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OpenStudy (yolo729):
is it D
OpenStudy (3mar):
Sorry.
Excuse me!
OpenStudy (yolo729):
NO PROBLEM
OpenStudy (yolo729):
sorry caps lock
OpenStudy (3mar):
\[4^{-3+2-(-2)}*3{4-5}=4^1*3^{-1}=\frac{ 4 }{ 3 }\]
I am so sorry.
This was my mistake.
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OpenStudy (yolo729):
thank you
OpenStudy (3mar):
With my pleasure!
This is my duty!
and
Thank you for the medal!
OpenStudy (3mar):
Any more questions?
OpenStudy (yolo729):
no not now but maybe later
OpenStudy (3mar):
Any Help... Anytime.
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