A water well drilling rig has dug to a height of -60 feet after one full day of continuous use.
Assuming the rig drilled at a constant rate, what was the height of the drill after 15 hours?

Answer:

Step-by-step explanation:

If the water well drilling rig dug to a depth of -60 feet after one full day of continuous use, we can assume that the rig drilled at a constant rate throughout the day.

To determine the height of the drill after 15 hours, we need to calculate the average rate of drilling per hour.

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The rate of drilling can be calculated by dividing the total depth (-60 feet) by the total time (24 hours):

Rate of drilling = Total depth / Total time

= -60 feet / 24 hours

= -2.5 feet per hour

Now we can calculate the height of the drill after 15 hours using the rate of drilling:

Height of the drill after 15 hours = Rate of drilling × Time

= -2.5 feet per hour × 15 hours

= -37.5 feet

Therefore, the height of the drill after 15 hours is -37.5 feet.

How much more would the value of y be in the table than it’s value on the graph when x=11

Simplify each expression....remember you can
use combining like terms or any of the properties
from 6.06
1.) 7y + 7y=
2.) 5x + 3x =
3.) 8y + 2x =
4.) 2(4x + 2) =
5.) 2(3x + 3) =
6.), 8x + 4 =

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3 over 2 , 2 over 3 , 3 over 4 , 5 over 7

A. 3 over 2 and 2 over 3
B. 3 over 4 and 5 over 7
C. 3 over 2 and 3 over 4
D. 2 over 3 and 5 over 7

PLEASE HELP I NEED IT BADLY

WHO EVER ANSWERS FIRST GET BRAINLIEST!!


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B. They are 5 time zones apart because ≈ 5.
C. They are 4 time zones apart because ≈ 4.
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What is the new value?


A
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B
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(Another one! just for fun!) if you answer all of them and if the answers are correct I will mark you as brainliest! good luck! and lets say if I got one wrong and this other person got none wrong then the other person got the brainliest or mark as brainliest. so yea good luck and thanks for participating! I will also be checking the answers so be patient!!

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please help me on this its the last question i will mark brainliest

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