Quizzes & Puzzles2 mins ago
negative indices
7^2 � 7^-5 = 7^-3
apparantly. To me this is incorrect. when dividing indices of the same type (7), you subtract the powers. now, 2 minus negative 5 should equal positive 3 yes? if the 5 was positive then the answer would be 7^-3. Is this correct or am i missing something
apparantly. To me this is incorrect. when dividing indices of the same type (7), you subtract the powers. now, 2 minus negative 5 should equal positive 3 yes? if the 5 was positive then the answer would be 7^-3. Is this correct or am i missing something
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For more on marking an answer as the "Best Answer", please visit our FAQ........or even the division sign! Yes, 7^2*7^-5=7^-3.
As printed, 7^2 / 7^-5=7^7
The clue to remembering it is to write it as a fraction:-
7^2
-----
7^-5
and then multiply above and below by the inverse of the denominator (7^5) which makes the numerator =7^7 and reduces the denominator to 7^0 which of course =1.
(well it seemed simple when I started, sorry)
Tony
As printed, 7^2 / 7^-5=7^7
The clue to remembering it is to write it as a fraction:-
7^2
-----
7^-5
and then multiply above and below by the inverse of the denominator (7^5) which makes the numerator =7^7 and reduces the denominator to 7^0 which of course =1.
(well it seemed simple when I started, sorry)
Tony
7^(2 minus (minus 5) = 7^(2+5) = 7^7. that makes sense. so the answer to the equation above (7^-3) is for 7^2 TIMES 7^-5. Thats what i thought but my source suggested otherwise and i thought i had better make sure. thanks
btw
The clue to remembering it is to write it as a fraction:-
7^2
-----
7^-5
and then multiply above and below by the inverse of the denominator (7^5) which makes the numerator =7^7 and reduces the denominator to 7^0 which of course =1.
i blanked out after the first few lines of that
btw
The clue to remembering it is to write it as a fraction:-
7^2
-----
7^-5
and then multiply above and below by the inverse of the denominator (7^5) which makes the numerator =7^7 and reduces the denominator to 7^0 which of course =1.
i blanked out after the first few lines of that