Answer:
The difference (in km) between what Kayden ran and what Jayden ran is, 7.867 km.
Step-by-step explanation:
The information provided is as follows:
- Kayden ran 8 km.
- Cayden ran half of distance Kayden ran.
- Isaac ran 1/5 of the distance Cayden ran.
- Jayden ran 1/6 of what Isaac ran.
So, using the given information it can be said that Cayden ran 4 km.
Then the distance Isaac ran is, .
Then the distance Jayden ran is,
Compute the difference (in km) between what Kayden ran and what Jayden ran as follows:
Thus, the difference (in km) between what Kayden ran and what Jayden ran is, 7.867 km.
Answer:
m a g i c t h a t ' s h o w
Answer:
E: The interval width remains the same if n = 28.
For this case what we have to take into account are the following properties:
1) In a division, same base, the exponents are subtracted.
2) Opposite signs are subtracted.
3) Equal signs are added and the sign of the major is left.
4) Power powers multiply.
Answer:
a ^ 9b ^ 6
See attached image for the procedure.
Answer:
The sum is , simplified is .
Step-by-step explanation:
Add the numerators together.
<u>(4+3)</u> = <u>7</u>
5 5
Since the denominators are the same, there is no change there.
To simplify, you take away 5 from the sumerator(which becomes a whole number) and you're left with 2/5.