To simplify this expression, let's first solve the operations within the parentheses.
Convert the mixed number to an improper fraction: ( 3 - \frac{210 + 8}{10} \frac{3}{7} ) \( 3 - \frac{28}{10} \frac{3}{7} ) \( 3 - \frac{28 3}{10*7} ) \( 3 - \frac{84}{70} ) \( 3 - \frac{12}{10} ) \( 3 - 1.2 ) \( 1.8 )
Now we have: ( 1 - 1.8 \div \frac{6}{10} )
Convert 1.8 to a fraction: ( 1.8 = \frac{18}{10} ) \( \frac{18}{10} \div \frac{6}{10} ) \( \frac{18}{10} * \frac{10}{6} ) \
Simplify: \( \frac{1810}{106} ) \( \frac{180}{60} ) \( 3 )
Now we have: ( 1 - 3 )
Therefore, the result of the expression is -2.
To simplify this expression, let's first solve the operations within the parentheses.
( 3 - 2 \frac{8}{10} * \frac{3}{7} )Convert the mixed number to an improper fraction: ( 3 - \frac{210 + 8}{10} \frac{3}{7} ) \
( 3 - \frac{28}{10} \frac{3}{7} ) \
( 3 - \frac{28 3}{10*7} ) \
( 3 - \frac{84}{70} ) \
( 3 - \frac{12}{10} ) \
( 3 - 1.2 ) \
( 1.8 )
Now we have: ( 1 - 1.8 \div \frac{6}{10} )
Simplify (1.8 \div \frac{6}{10}):Convert 1.8 to a fraction: ( 1.8 = \frac{18}{10} ) \
( \frac{18}{10} \div \frac{6}{10} ) \
( \frac{18}{10} * \frac{10}{6} ) \
Simplify: \
( \frac{1810}{106} ) \
( \frac{180}{60} ) \
( 3 )
Now we have: ( 1 - 3 )
( 1 - 3 = -2 )Therefore, the result of the expression is -2.