Short Answer: Raise the quantity in parentheses to the indicated exponent, and simplify the resulting expression. Express answers with positive exponents. (28xy^3/130x^3y^-2)^3
Jimmy do you think you can help me
ill be back - just been called away
okay
sorry everyone the problem is wrong let me repost it k
oh...this is messy! When you raise an exponent to an exponent, like that 3y^-2, you have to treat it like 'normal' powers. that power would simplify to 1/9x^2 which is the power that you're raising 130x to.
(28xy^3/140x^3y^-2)^2 is the actual problem
ok...my previous reply still stands.
don't you have to multiply the exponents to get the right answer or do you add them?
wouldn't it look like thing 28*28 x*x y^3*y^3/140*140*x^3*x^3y^-2y^-2 is how the problem really looks right
no, you multiply them like here:\[(x ^{3})^{4}\] this would where it simplifies to \[x ^{?}\] you add them here:\[x ^{2}*x ^{3}\] which equals \[x ^{5}\]
not quite, you have to simplify the exponents in the denominator, get it down to one "layer"
how do I do that
I said before, up there^
Sinz do you know that y on exponent -2 = 1/y squared yes ?
so basically break the equation down to this 28/140 x/x^3 y^3/y^-2 all by ^2 right
I said before, up there^
x^-a is equal to 1/x^a
I said before, up there^
you need correcting this cathy
okay
Sinz do you know the result now sure ?
oops...x^3/x^2=x^1
yes this was
was that what you were talking about?
yes because you have wrote there x squared divide x squared = x
still a little confused but trying to figure it out also on paper to see how it works
ok write it here please
so I have to use the PEMDAS law to solve this problem do everything in the parenthesis and go from there
yes..I guess.
after you will can understanding it how you need to solve it will see that is very easy
(28xy^3/140x^3y^-2)^2 this is what I am trying to solve
so if that's the case then I would sit there and double everything in the parenthesis first right
yes i want you say that first you need to make that calcule inside parantheses
so simplify the stuff inside parenthesis, and such. not doubling, taking it all to the power of two, multiplying all that by all that.
okay so it is 28^2 x^2 y^5/140^2 x^5y^4 right?
the denominator should be 140^2 x^2/(9x^2, I believe
my answer would look like this 784y/x^3 is that right
sorry miss calculated it is .14y/x^3
not is correct
oops...I've been reading the problem the wrong way. I got y^10/25x^4
jhonnyy9, is english your second language?
jhony how would you do the problem could you help
yes cathy but your last answer is the right answer sure
XD you think my name is cathy? (I know most people abbreviate screen names here)
but how did she get the answer that is the question
sorry
Sinz
??
first you need calcule inside parantheses
so 28/140 = 1/5
or .2
x/x3 = 1/x2
I'm a she now!!! :D sorry...off topic I worked it all out on paper, I first simplified the denominator, the bottom half of the fraction. then I wrote it out and multiplied all the like terms.
yes, you have to simplify the parentheses completely, first.
and y on exponent -2 = 1/y2 but because this is in denominator so than y2 will being part of numinator
ok ?
okay
and at finaly
you don't even have to write y^-2 as 1/y^2, because it goes away when you simplify the ys in the fraction.
you see now why will be the answer y10/25x4
cathy no you not can simplify the y from the fraction never
okay so you had to add the y^-2 to the numerator right which made it y^5?
so because there is y3/y on -2 this is equal y on (3-(-2))= y on (3+2) =y on exponent5
and y5 squared is y10
okay now I understand
\[(_{140x ^{3}y ^{-2}}^{28xy ^{3}})^{2}\] =\[(_{5x ^{2}y ^{-2}}^{1*1*y ^{3}}])^{2}\] =\[(_{5x ^{2}}^{y ^{5}})^{2}\] =\[_{25x ^{?}}^{y ^{10}}\]
all is sure ?
yes I am sure and cathy thank you for the breakdown it is understandable.
so than good luck bye
you too
you're talking to a newly-discovered girl who's now named Cathy...glad to help! :D
XD Thank you will be posting more problems so be wary
ok! :D
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