Question

(16000+9*(900-50х)*4)/50-80*6

Answer 1

900-50=850*9=7650*4=30600+16000=46600/50=932   80*6=480  932-480=452

Answer 2

To solve this equation, we'll need to use the order of operations (PEMDAS) to simplify the expression.

PEMDAS stands for Parentheses, Exponents, Multiplication and Division, and Addition and Subtraction, and it tells us the order in which to perform operations.

Let's start by simplifying the expression inside the parentheses:

900 - 50x = 850 - 50x

Now we can substitute this expression back into the original equation:

(16000 + 9 * (850 - 50x) * 4) / 50 - 80 * 6

Next, we'll simplify the expression inside the parentheses again:

850 - 50x = 850 - 200x/9

Now we substitute it again in the equation:

(16000 + 9 * (850 - 200x/9) * 4) / 50 - 80 * 6

Next, we'll simplify the expression inside the second set of parentheses:

850 - 200x/9 = 7600/9 - 200x/9

Now we substitute it again in the equation:

(16000 + 9 * (7600/9 - 200x/9) * 4) / 50 - 80 * 6

Next, we'll simplify the expression inside the third set of parentheses:

7600/9 - 200x/9 = (7600 - 200x)/9

Now we substitute it again in the equation:

(16000 + 9 * (7600 - 200x)/9 * 4) / 50 - 80 * 6

The 9's in the numerator and denominator cancel out, leaving us with:

(16000 + 4 * (7600 - 200x)) / 50 - 80 * 6

Now we can simplify the expression inside the second set of parentheses:

7600 - 200x = 7600 - 200x

Substitute it again in the equation:

(16000 + 4 * 7600 - 4 * 200x) / 50 - 80 * 6

Simplify the expressions inside the parentheses:

(16000 + 30400 - 800x) / 50 - 480

Combine like terms in the numerator:

(46400 - 800x) / 50 - 480

Simplify the division:

928 - 16x - 480

Simplify the subtraction:

448 - 16x

Therefore, the final result of the expression (16000+9*(900-50х)4)/50-806 is 448 - 16x.