Question

question 10 of 50
write 0.866 as a fraction.
do not try to simplify your answer.

question 11 of 50
subtract.
\

$$\begin{array}{r} 96.46 \\\\ -\\ \\ 1.94 \\\\ \\hline \\end{array}$$

question 12 of 50
ashley wants to pour a total of 800 milliliters of a liquid. so far, she has poured 738.3 milliliters. how many more milliliters must ashley pour?

question 13 of 50
a bowl contained 28.4 grams of salt. then, deon poured in another 68.45 grams. how much salt does the bowl contain now?
\boxed{} grams

question 14 of 50
subtract.
6.7 - 5.27

question 15 of 50
add.
5.5 + 4.37 + 6.38

Explanation:

Question 10

Step1: Identify decimal place

0.866 has three decimal places, so we use \(1000\) as the denominator.
\(0.866=\frac{866}{1000}\)

Step1: Align decimals

Align the decimal points of \(96.46\) and \(1.94\).

Step2: Subtract column - by - column

Subtract the hundredths place: \(6 - 4 = 2\).
Subtract the tenths place: \(4-9\) (can't do, borrow from ones place). \(14 - 9 = 5\), and the ones place of \(96\) becomes \(5\).
Subtract the ones place: \(5 - 1 = 4\).
Subtract the tens place: \(9 - 0 = 9\).
So \(96.46-1.94 = 94.52\)

Step1: Set up subtraction

Total volume is \(800\) milliliters, poured is \(738.3\) milliliters. We need to find \(800 - 738.3\).

Step2: Subtract

\(800.0-738.3 = 61.7\)

Answer:

\(\frac{866}{1000}\)

Question 11