Question

(16/5x ² – 5/3y) • (5/8 – 15y)

Answer 1

Ответ: во вложении Объяснение:

Answer 2

To simplify the expression, let's expand and multiply the two terms:

(16/5x² - 5/3y) • (5/8 - 15y)

Expanding the expression, we get:

(16/5x²) • (5/8) + (16/5x²) • (-15y) - (5/3y) • (5/8) - (5/3y) • (-15y)

Simplifying each term, we have:

(16/5x²) • (5/8) = (16/8x²) = 2/x²

(16/5x²) • (-15y) = (-240/5x²y) = -48/x²y

(-5/3y) • (5/8) = (-25/24y)

(-5/3y) • (-15y) = (75/3y²) = 25/y²

Combining all the simplified terms, the final expression becomes:

2/x² + (-48/x²y) + (-25/24y) + (25/y²)

We can't simplify this expression any further without additional information or values for x and y.