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Complete the following without the use of a calculator:

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A patient has had the following fluid inputs and outputs over the last 12 hours. 

\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
InputOutput
{in1} mL{out1} mL
{in2} mL{out2} mL
{in3} mL{out3} mL
{in4} mL{out4} mL
{in5} mL{out5} mL
\n

Determine the following:

\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
Total Input$=$ [[0]] mL
Total Output$=$ [[1]] mL
Fluid Balance$=$ [[2]] mL
Fluid Balance$=$ [[3]] L
\n

\n

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You need to add up all of the inputs. You could do this all as one big addition, or you could do it by adding two inputs together at a time. 

\n

Do the same for the outputs.

\n

\n

Once you have the total input and the total output, you need to do determine the fluid balance by doing

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fluid balance $=$ fluid input $-$ fluid output

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Be aware this number could be positive or negative.

\n

\n

When you are doing a subtraction that will result in a negative (that is, you are 'taking away' more than you have), many people reverse the order of the subtraction to make it easier and then put a negative in front of the answer.

\n
\n

For example, suppose the question was to determine $700-1500$. We can see the answer will be a negative number (since $1500$ is bigger than $700$). Let's do the related subtraction $1500-700$ first. Here are two common methods:

\n\n

Regardless, we find that $1500-700=800$ and so our answer to the original question is $700-1500=-800$.

\n

\n
\n

Once you have your answer in millilitres you can convert it into litres by moving the decimal place $3$ places (which is the same as dividing by $1000$). For example $-800$ mL $= -0.8$ L

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