6.12 Proficiency exam

( [link] ) The decimal digit that appears three places to the right of the decimal point is in the position.

( [link] ) Write, using words, 15.036.

( [link] ) Write eighty-one and twelve hundredths using digits. 81.12

( [link] ) Write three thousand seventeen millionths using digits.

( [link] ) Convert 0.78 to a fraction. Reduce.

( [link] ) Convert 0.875 to a fraction. Reduce.

( [link] ) Round 4.8063 to the nearest tenth.

( [link] ) Round 187.51 to the nearest hundred.

( [link] ) Round 0.0652 to the nearest hundredth.

( [link] ) $\text{15}\text{.}\text{026}+\text{5}\text{.}\text{971}$

( [link] ) $\text{72}\text{.}\text{15}-\text{26}\text{.}\text{585}$

( [link] ) $\text{16}\text{.}2\cdot 4\text{.}8$

( [link] ) $\text{10},\text{000}\cdot 0\text{.}\text{016}$

( [link] ) $\text{44}\text{.}\text{64}÷\text{18}\text{.}6$

( [link] ) $0\text{.}\text{21387}÷0\text{.}\text{19}$

( [link] ) $0\text{.}\overline{\text{27}}-\frac{3}{\text{11}}$

( [link] ) Convert $6\frac{2}{\text{11}}$ to a decimal.

( [link] ) Convert $0\text{.}5\frac{9}{\text{16 }}$ to a decimal.

( [link] ) $3\frac{1}{8}+2\text{.}\text{325}$

( [link] ) $\frac{3}{8}\times 0\text{.}\text{5625}$