Question

A-в/3д^2×6д-2д^2/в-а

Answer 1

А-в:3д^2×6д-2д^2:в-а=а-в:9д×6д-4д:в-а=а-в:50д:в-а

Answer 2

To simplify the expression, let's go step by step. The given expression is:

(A - в) / (3д^2) × (6д - 2д^2) / (в - а)

Step 1: Factor out common terms We can factor out "д" from the second term in the numerator and the first term in the denominator:

(A - в) / (3д^2) × д(6 - 2д) / (в - а)

Step 2: Simplify the expression inside the parentheses Now, let's simplify the expression inside the parentheses:

6 - 2д = 2(3 - д)

Step 3: Substitute the simplified expression back into the main expression

(A - в) / (3д^2) × д(2(3 - д)) / (в - а)

Step 4: Cancel out common factors Now, we can cancel out the common factor "д" in the numerator and denominator:

(A - в) / (3д^2) × 2(3 - д) / (в - а)

Step 5: Simplify the expression further if possible The expression can't be simplified any further unless you provide specific values for the variables A, в (b), д (d), and а (a).

So, the simplified expression is:

(A - в) / (3д^2) × 2(3 - д) / (в - а)