That would be 37.5 percent
Answer:
if you want it in standard form it would be −1/4x-1/2x-5/6
If you want it simplified it would be -3x/4-5/6
Step-by-step explanation:
(This is the best you'll get for 5 points)
First, we must find the length and width of the stone. To do this, divide the area by the side that we know. 7/10*5/4 This comes to 7/8, the other side length. Adding 7/8 and 5/4 together and multiplying by two gives us the perimeter. This comes out to 17/4, or 4 and 1/4 inches. Therefore, 3.5 inches of wiring would not be enough. Please mark Brainliest!!!
Answer: 
Step-by-step explanation:
From the sports arena to Kristina's house = 
From the sports arena to Luke's house = 
Subtract Luke from Kristina
There's a confusing but easy way to solve this. However, I'm going to convert into improper fractions to make it easier.
To convert to improper fraction, take the whole number, multiply it by the denominator and add it to the numerator. All over the same denominator.
Subtract them.
Convert to mixed number by dividing.
65/10=6
60
----
5
The 6 is the whole number, 5 the numerator and 10 the denominator. Remember the negative sign that we had.
5 and 10 can be simplified
5/5=1
10/5=2
Our final answer would be:
Answer:
Yes. Suri and Juan can make the same amount of wages by working 25 hours in one week.
Step-by-step explanation:
Let each of them work x hours per week.
Suri makes $15 per hour, so in x hours Suri will make $ 15x. The total wages per week for Suri will be:
Total Wages = y = 15x + Bonus = 15x + 25
Juan makes $14 per hour, so in x hours Juan will make $ 14x. The total wages per week for Juan will be:
Total Wages = y = 14x + Bonus = 14x + 50
If they will make the same wages, their wages must be equal, i.e.
15x + 25 = 14x + 50
15x - 14x = 50 - 25
x = 25
This result shows us that if Suri and Juan work for 25 hours per week they will make the same amount of wages.
