The answer is x = 17, hope this helps :)
How many solutions does the equation have?
2 answers:
You might be interested in
Case 1: The length of the third side (hypotenuse) is <u>5</u>m.
My Reasoning/Work:
We use the Pythagorean theorem (a^2+b^2=c^2), the two legs in the Pythagorean theorem are "a" and "b" and the third leg/the hypotenuse, is "c".
Then, we find the squares of 3 and 4, and then add them up.
Now that we know that the square of the third side is 25m, we now find the square root of 25.
The hypotenuse is 5m.
Case 2: The length of the third side (the leg) is <u>
</u>m.
My Reasoning/Work:
Again, we'll use the Pythagorean theorem.
This time, instead of using the "b", we're using the "a" (leg) and the "c" (hypotenuse). Because the hypotenuse is the longest side in a right triangle, we get that "c" is equal to 4m.
And now we bring down the exponents.
We now subtract 9 from both sides to leave the "b^2" alone.
Finally, we find the square root of 7 to get the answer. But if you use a calculator to find this, you'll get an annoying answer of decimals (2.645751311064591). So, to simplify this, the answer would be
.<u />
My Reasoning/Work:
We use the Pythagorean theorem (a^2+b^2=c^2), the two legs in the Pythagorean theorem are "a" and "b" and the third leg/the hypotenuse, is "c".
Then, we find the squares of 3 and 4, and then add them up.
Now that we know that the square of the third side is 25m, we now find the square root of 25.
The hypotenuse is 5m.
Case 2: The length of the third side (the leg) is <u>
My Reasoning/Work:
Again, we'll use the Pythagorean theorem.
This time, instead of using the "b", we're using the "a" (leg) and the "c" (hypotenuse). Because the hypotenuse is the longest side in a right triangle, we get that "c" is equal to 4m.
And now we bring down the exponents.
We now subtract 9 from both sides to leave the "b^2" alone.
Finally, we find the square root of 7 to get the answer. But if you use a calculator to find this, you'll get an annoying answer of decimals (2.645751311064591). So, to simplify this, the answer would be
Answer: 1356 cubic feet
Step-by-step explanation:
The volume of cylinder is given by :_
, where r is the radius and l is the length of the cylinder.
Given : A cylindrical diesel fuel holding tank has a radius of r= 6 feet and a length of l=12 feet.
Therefore,
Hence, the volume of cylindrical diesel fuel holding tank =1356 cubic feet
Therefore, the maximum volume of fuel the tank can hold 1356 cubic feet.