Which statement most accurately explains why x^6/x^7 is equal to x^3? A. two of the five x's on top cancel with the three x's on bottom, thus x^3 B. three of the five x's on top cancel with the three x's on bottom, thus x^3 C. two of the five x's on top cancel with the two x's on bottom, leaving three x's on top, thus x^3 D. three of the five x's on top cancel with the three x's on bottom, leaving three x's on top, thus x^3 help?
Still isn't fixed.
ok idc I don't see the mistake no need to comment
You have posted the problem incorrectly. In your opening statement you say that x^6/x^7=x^3 and that simply is not true.
if I could take a picture that's exactly what it says
Well then you need to tell your teacher that the problem is written wrong and none of the answer choices are true because the original premise is false.
its a summer school question on the computer
Doesn't matter. Either they have posted it wrong or you have posted it wrong. The result is the same. The original premise is false.
re-read it because if you cant get ill never get it because your obviously way smarter den me :(
This is what the first sentence says: \[\frac{x^6}{x^7}=x^3\]
Is that right? That's the first sentence of the problem.
x^6/x^7 is equal to x^3
What does x^6 mean?
x^6 over x^7 is equal to x^3
x^6 means (x)(x)(x)(x)(x)(x)
What does x^7 mean?
listen give me a suggestion and ill go wht with you think it is. its ok if its wrong.
What does x^7 mean?
(x)(x)(x)(x)(x)(x)(x)
Now write a fraction with (x)(x)(x)(x)(x)(x) on the top and
(x)(x)(x)(x)(x)(x)(x) on the bottom
The is x^6/x^7
|dw:1372299492785:dw|
Does yours look like that?
no
Then do it again and make it look like that.
\[x ^{6}\] / \[x^{7}\]
is equal to \[x ^{3}\]
Do you have trouble with math?
that's why im in summer school bro
Do you want to know one of the reasons you have trouble with math?
not really. but hit me with it
Because you refuse to do what you are told.
its exponents not math in general
I told you to write a fraction with (x)(x)(x)(x)(x)(x) on the top and (x)(x)(x)(x)(x)(x)(x) on the bottom.
Then I showed you how it should look
Then I asked you if yours looked like that and you threw some totally useless gobblety gook at me that didn't help you understand the problem one bit.
If you had just done what I told you, we would be way further on the way to solving this problem.
If you're using windows 7, you can use the snipping tool to capture an image of your problem.
Otherwise you can use print screen and paste it into paint. Crop it down to what you need and post.
Join our real-time social learning platform and learn together with your friends!