20 divided by 12 would be 12 and 4 for the greatest common factor so in simplistic form you would get 1 2/3. I hope I got the answer correct.....
Answer:
The algebraic expression for this problem is 
.
Step-by-step explanation:
Given:
15 students fit in a van and 3 students will be traveling in a car.
So we can say that;
Number of students travelling by van = 15
Number of students travelling by car = 3
Now Let the number of vans be 'x'.
also Let the number of cars be 'y'.
Let the Total number of students bayside middle school be 'T'.
Solution:
now we can say that;
Total number of students going on field trip is equal to sum of Number of students travelling by van multiplied by the number of vans and Number of students travelling by car multiplied by the number of cars.
framing in equation form we get;
Hence, The algebraic expression for this problem is .
Answer
Order from least to greatest: −√1694, −√36, −√12.25, ±√49, √254,
Explanation
Smallest To Biggest
-36 Square Root: -6
254 Square Root: ~15.9
-12.25 Square Root: -3.5
49 Square Root: 7
1694 Square Root: ~-41.15
Answer:
you compare the denominators
Step-by-step explanation:
You have to make the denominators the same
Answer:
look at explanation (I go down the first column of scenarios and then move on to the right column)
Step-by-step explanation:
1) The first one will be same as original because the decrease and increase are the same, and happen right after each other so you get the same amount
2) Second one you get greater than original. You're doubling the initial value, and then decreasing by a smaller percentage, so you still get greater than your initial value
3) Third you get greater than original. You're adding 50% of the initial value, and decreasing by 33.5% of the new value, which will still give you more than the original
4) Fourth, you get greater than original. You're adding 60% of the initial value, and then decreasing by 40% of the new value, which will still give you greater than the initial value
5) Fifth you get less than the original. You're decreasing by 75%, and then adding 50% of the new value, which still gives you less than the initial value
