Answer:
Take two pairs for example (1,1) and (2,2) and then put y coordinates over x coordinates in like a fraction and then subtract them. Once the y coordinate have been subtracted from each other and the x coordinates have been subtracted from each other then divide the top from the bottom.
Step-by-step explanation:
Hope that help. Really sorry if it doesn’t
Answer:
The answer is D, or 354 3/8 ft^2
6,664195 rounded to the nearest hundred-thousand? Let's solve below ↓
I have a little rounding trick that could help you in the future!
° 5 or more, raise the score!
° 4 or less, let it rest!
So, based on the math trick, we can tell that 6,664,195 rounded to the nearest hundred-thousand simply equals 6,700,000.
The 6 tells us to round up, so, therefore, our final answer is 6,700,000
↑ ↑ ↑ Hope this helps! :D
Answer:
4.125 gallons
Step-by-step explanation:
-45.3 feet depth.
She descends at a steady rate of 7 feet per minute for 4.5 minutes. Then, she ascends 112.2 feet.
While minus sign shows the descent under the water with the water surface as a starting point. Initial depth of diver under the water
The diver descends 5 feet per minute for 3.5 minutes. Now add all the terms below as a numerical expression.
Current Depth of Diver after he descends 5 feet for 3.5 minutes and ascends 122.2 feet after. By taking the initial depth of the diver from which we add or subtract the changes made when he ascends or descends into the water to get the current depth.
Thus, deep currents generally occur in the higher latitude regions of the Earth, such as North Atlantic Deep Water and Antarctic Bottom Water, and from these frigid poleward regions, the deep currents flow at a relatively slow pace towards the equator.
Learn more about the current depth at
#SPJ2
Answer: The answer is -45.3 feet depth.
Step-by-step explanation: While minus sign shows the descend under the water with water surface as starting point. Initial depth of diver under the water
Diver descends 5 feet per minute for 3.5 minutes. Now adding all the terms a below as a numerical expression.
Current Depth of Diver after he descends 5 feet for 3.5 minutes and ascend 122.2 feet after. By taking the initial depth of diver from which we add or subtract the changes made when he ascends or descends in the water to get the current depth.