Question

(-11/3-3,5)*(-11/29)

Answer 1

$( - \frac{11}{3} - 3.5) \times ( - \frac{11}{29} ) = ( - \frac{11}{3} - \frac{35}{10} ) \times ( - \frac{11}{29} ) = ( - \frac{110}{30} - \frac{105}{30} ) \times ( - \frac{11}{29} ) = - \frac{215}{30} \times ( - \frac{11}{29} ) = \frac{2365}{870} = 2 \frac{625}{870} = 2 \frac{125}{174}$

Answer 2

To calculate the expression:

(-11/3 - 3.5) * (-11/29)

First, simplify the terms within the parentheses:

(-11/3 - 3.5) = -11/3 - 3.5 = (-11/3) - (3.5) = -11/3 - 10.5/3

Now, you can combine these fractions with a common denominator of 3:

(-11/3 - 10.5/3) = (-11 - 10.5) / 3 = (-21.5) / 3

Now, divide -21.5 by 3:

(-21.5 / 3) = -7.167

So, the result is approximately -7.167.

Answer 3

To calculate the expression (-11/3 - 3.5) * (-11/29), follow these steps:

1. First, calculate the value inside the first set of parentheses: (-11/3 - 3.5) = -11/3 - 3.5 = (-11/3) - (10.5/3)

2. Now, subtract the two fractions with a common denominator: (-11/3) - (10.5/3) = (-11 - 10.5) / 3 = (-21.5) / 3 = -7.16666667 (rounded to 8 decimal places)

3. Next, multiply the result from step 2 by the value inside the second set of parentheses (-11/29): (-7.16666667) * (-11/29) = 79.583333 / 29

4. Finally, divide -79.583333 by 29: (79.583333 / 29) ≈ 2.7487079 (rounded to 7 decimal places)

So, the result of the expression (-11/3 - 3.5) * (-11/29) is approximately 2.7487079.