Question

(7x100)(2x10)x(3x1)+(6 x 1/6) as a decimal

Answer 1

The expression (7x100)(2x10)x(3x1)+(6 x 1/6) simplifies to 42001 when calculated step-by-step, expressing all the products and the final result as decimal numbers.

Step-by-step explanation:

To solve the expression (7x100)(2x10)x(3x1)+(6 x 1/6) and express the result as a decimal, follow these steps:

1. Multiply the numbers within each set of parentheses: 7x100=700, 2x10=20, and 3x1=3.
2. Multiply the results from step 1 together: 700x20x3.
3. Perform the multiplication: 700x20=14000 and 14000x3=42000.
4. Add the fractional part, where 6 x 1/6 simplifies to 1 because 6 divided by 6 equals 1.
5. Add the result from step 3 and step 4: 42000 + 1 = 42001.

Therefore, the expression equals 42001 as a decimal.