Asked by Trisan
Simplify:
4s raised to the negative 2 power - (4t)raised to the -2 power
4s raised to the negative 2 power - (4t)raised to the -2 power
Answers
Answered by
Reiny
4s^2 - (4t)^-2
what about it?
Are we factoring?
If so, I see the difference of squares
= 4(s+t^-1)(s-t^-1)
or
= 4(s+1/t)(s-1/t)
what about it?
Are we factoring?
If so, I see the difference of squares
= 4(s+t^-1)(s-t^-1)
or
= 4(s+1/t)(s-1/t)
Answered by
Trisan
No the question only says to simplify and the problem was 4s^-2-(4t)^-2
Answered by
Reiny
sorry, did not see that first -2
ok, factoring is simplifying
or you could so this
4/s^2 - 1/(16t^2)
= (64t^2 - s^2)/(16s^2t^2)
= (8t+s)(8t-s)/(16s^2t^2)
my revised solution for the above:
4s^-2 - 16t^-2
= 4(s^-1 + 2t^-1)(s^-1 - 2t^-1)
or
= 4(1/s + 2/t)(1/s - 2/t)
ok, factoring is simplifying
or you could so this
4/s^2 - 1/(16t^2)
= (64t^2 - s^2)/(16s^2t^2)
= (8t+s)(8t-s)/(16s^2t^2)
my revised solution for the above:
4s^-2 - 16t^-2
= 4(s^-1 + 2t^-1)(s^-1 - 2t^-1)
or
= 4(1/s + 2/t)(1/s - 2/t)
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.