Answer:
15
Step-by-step explanation:
the answer should be 15 because, if one cup is 120 calories or 8 fluid ounces is 120 calories, divide 120 by 8 so you can find how many calories one fluid ounce is.
This could be an adding fractions problem. We can add the two fractions together and then determine how many miles she walked.
9 1
--- + ----
10 3
First, we need to find a common denominator. It would be 30, since this is the smallest number both 3 and 10 go into.
So, after that, we need to multiply each numerator by the number we needed to multiply our denominator by to get to 30.
So, 10 times 3 equals 30. So, we need to multiply 9 by 3 as well, which is 27.
Our new fraction here would be:
27
----
30
Next, to get 30, we need to multiply 3 by 10 to get 30. So, we also need to multiply 1 by 10, which is 10.
Our new fraction would be:
10
---
30
So lets take a look at our new equation.
27 10
--- + ----
30 30
Lets add them together. Remember the denominators need to stay the same:
37
----
30
Now that we have an improper fraction, we need to simplify it. 37 goes into 30 once, and we have 7 left over.
So, our final answer would be:
1 and 7
---- of a mile.
30
Answer:
<em>14" + 3/4" (but already there are two ribbons with that lenght, so probably the is answer is not adding no one more)</em>
Step-by-step explanation:
If we call:
U : the longest ribbon (wich we don't know)
L : the lowest ribbon (wich one could be know, see the plot)
The condition is:
U - L = 1"+1/8" ----> U = L + 1" + 1/8" ---(A)
Calculating L:
Between 14 and 15 there are 8 spaces, then if we call to the long of that tiny space 'p', then:
8*p = 15"- 14" ---> p = (15"-14")/8 ---> p = 1"/8
In the plot, we see what 'L' is three spaces under 14", then:
L= 14" - 3*p = 14" - 3*(1"/8) = 14" - 3/8"
Replacing this result in the (A) expresion:
U = (14" - 3/8") + 1" + 1/8" = 14"+1" -3/8" + 1/8" = 14" + 6/8" = 14" + 1/4"
Then: <em>U = 14" + 3/4"</em>
Answer:
it is decay
Step-by-step explanation:
Answer:
Line A is the
: ✔ y-axis
Region B is: ✔ a quadrant
Point C is the: ✔origin
Line D is the: ✔ x-axis
Step-by-step explanation:
Did it on Edgen