Question

(-1 2/3)^4 (-1 1/4)^3

Answer 1

-16 вроде бы ллллд(символы набираю)

Answer 2

To calculate the expression (-1 2/3)^4 (-1 1/4)^3, you need to first simplify each term and then perform the multiplication.

Step 1: Simplify the terms (-1 2/3)^4 = (-5/3)^4 (-1 1/4)^3 = (-5/4)^3

Step 2: Calculate the powers (-5/3)^4 = (-5/3) * (-5/3) * (-5/3) * (-5/3) (-5/4)^3 = (-5/4) * (-5/4) * (-5/4)

Step 3: Perform the multiplication (-5/3) * (-5/3) = 25/9 (-5/3) * 25/9 = -125/27 (-5/3) * (-5/3) * 25/9 = 125/27 (-5/3) * (-5/3) * (-5/3) * 25/9 = -625/81

(-5/4) * (-5/4) = 25/16 (-5/4) * 25/16 = -125/64 (-5/4) * (-5/4) * 25/16 = 625/256

Step 4: Final multiplication (-625/81) * (625/256) = -390625/20736

So, the result of the expression (-1 2/3)^4 (-1 1/4)^3 is -390625/20736.