If they are using 3 parts of the 6 part course...how much are they using.
A different example. I gave you part of a pie that was cut into 4 pieces. I gave you 2 of those pieces. Now, I ate 2 of the leftover pieces. How much did you eat of the pie and how much did I eat of the pie? We both ate 50% of the pie, which is equivalent to 1/2 of the pie.
Remember, there are 6 parts of the court and they use 3. Think. 6 divided by 2 is 3! This means it is able to be cut in half and 3 would be half of 6. The answer is they use 50% or 1/2 of the available sections.
The bit it is to be understood, probably, a thank you to remedy it for the unknown, r. it is finished like this: beginning with: 3r+6/r=27, multiply for the time of by utilising r: 3r² + 6 = 27r. organize as a quadratic equation in r: 3r² - 27r + 6 = 0. we might desire to discover the values of r that fulfill that equation. This quadratic has no integer aspects. Resorting to the prevalent equation for fixing a quadratic equation in prevalent form, we receive: r = 0.228 and r = 8.772
Comments
If they are using 3 parts of the 6 part course...how much are they using.
A different example. I gave you part of a pie that was cut into 4 pieces. I gave you 2 of those pieces. Now, I ate 2 of the leftover pieces. How much did you eat of the pie and how much did I eat of the pie? We both ate 50% of the pie, which is equivalent to 1/2 of the pie.
Remember, there are 6 parts of the court and they use 3. Think. 6 divided by 2 is 3! This means it is able to be cut in half and 3 would be half of 6. The answer is they use 50% or 1/2 of the available sections.
1/2
1/2
one half because if it's in 6 sections half of 6 is 3 so it's one half.
The bit it is to be understood, probably, a thank you to remedy it for the unknown, r. it is finished like this: beginning with: 3r+6/r=27, multiply for the time of by utilising r: 3r² + 6 = 27r. organize as a quadratic equation in r: 3r² - 27r + 6 = 0. we might desire to discover the values of r that fulfill that equation. This quadratic has no integer aspects. Resorting to the prevalent equation for fixing a quadratic equation in prevalent form, we receive: r = 0.228 and r = 8.772
.5
omg!
its HALF!!!
lol
what grade r u in cuz thats like...a fourth grade question lol
but i wont blame you cuz ur sexxxxyyyyy (apparently)
one half