write radical expression in exponential form: 8 divided by 7th root of x to 15th power
so like an example if squarrot of x is equal x on exponent 1/2 where the denominator 2 is the indice of root hope so much that now using this example you will can solveing your exercise easy ok ? good luck bye
is it 8x7/15?
so if squarroot of x is x on exponent 1/2 than 7th root of x on 15th power how will be right ?
I don't understand what you are saying
how you write 7th root of x ?
sq rt. sign with x underneath and 7 outside to left
\[\sqrt[7]{x}\]
yes but x has exponent of 15
so than how will rewrite you this using exponents ?
x15/7
ok i understand it but i wann you understand it step by step ok ?
what am I missing?
so when there are 7th root of x^15 how can you simplifie it ? or what can you factoriz out from root ?
oh- what can be factored out of 7-nothing?
so check it please how can you rewrite it x on exponent 15 using exponent of 7 ?
no idea
why ? this is very very easy
for u it is. not sure what u are asking
when 15=7+7+1
or for your easy understanding x^15 =x^7 *x^7 *x right ?
but I don't understand what u want me do with the factoring. my answer should have 7/15 or 15/7 in it and if you factor out it won't
yes-see I need the easy explanation
so x^15 = (x^2)^7 *x ok ?
yes
so than how you calcule 7th root of x^15 ?
why do I need to calculate 7th rt of x^15? Don't I have to eliminate the denominator and multiply the numerator by that to get answer?
ok so you need to write the 8/(7th root of x^15) in a simplified form ?
my question states in exponential form but I guess it is simplified form. My choices have no denom. only numerator 8x with ^either -15/7 or -7/15 or 7/15 or 15/7. I think it is 8x^7/15
so the 7th root of x on power 15 how you can write it using exponents ?
15/7?
so than will be x^(15/7) yes ?
yes but I have to multiply x^15/7 by x^7/15 to remove from denom.
so than your exercise will be 8 -------- x^(15/7) ok ?
but I can't leave that in the denomin
so when there are x^(-1) = ?
1/x
yes ,right
what is the point you r making
so than from this resulted that your exercise will be ???
I thought it would be 8x^7/15
so there are 8 -------- = ? x^(15/7) using this example of 1/x = x^(-1)
do I not multiply denom by x ^7/15 to eliminate it and then multip. numerator by same number?
so this you need to do it when you need to rationalize the denominator ,but here now you need to rewrite this exercise in a simplified form using exponents ok ?
will if the answer doesn't have a denominator then I am also rationalizing aren't I?
yes this is right the answer not will have denominator because how in case of 1/x using exponent with sign minus you can rewrite it like x on exponent minus 1 so the same you need to do in this case of this exercise too ok ?
\[8x \frac{ -15 }{ 7 }\] is the answer
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