1) -2b × (-3) × 125 / 5 × (-75b)
First, simplify the multiplication:
-2b × (-3) = 6b125 / 5 = 25
Therefore, the expression becomes:
6b × 25 × (-75b)
Now, multiply the remaining terms:
6b × 25 × (-75b) = -11250b^2
Final answer: -11250b^2
2) -33a × 6.5b / 0.5b × 1.3 × (-11a)
First, simplify the division:
6.5b / 0.5b = 13
-33a × 13 × 1.3 × (-11a)
-33a × 13 × 1.3 × (-11a) = 4782.3a^2
Final answer: 4782.3a^2
3) -88ab × 9.3 / 3.1 × (-6.6) × (-4ab)
9.3 / 3.1 = 3
-88ab × 3 × (-6.6) × (-4ab)
-88ab × 3 × (-6.6) × (-4ab) = 862.08a^2b^2
Final answer: 862.08a^2b^2
1) -2b × (-3) × 125 / 5 × (-75b)
First, simplify the multiplication:
-2b × (-3) = 6b
125 / 5 = 25
Therefore, the expression becomes:
6b × 25 × (-75b)
Now, multiply the remaining terms:
6b × 25 × (-75b) = -11250b^2
Final answer: -11250b^2
2) -33a × 6.5b / 0.5b × 1.3 × (-11a)
First, simplify the division:
6.5b / 0.5b = 13
Therefore, the expression becomes:
-33a × 13 × 1.3 × (-11a)
Now, multiply the remaining terms:
-33a × 13 × 1.3 × (-11a) = 4782.3a^2
Final answer: 4782.3a^2
3) -88ab × 9.3 / 3.1 × (-6.6) × (-4ab)
First, simplify the division:
9.3 / 3.1 = 3
Therefore, the expression becomes:
-88ab × 3 × (-6.6) × (-4ab)
Now, multiply the remaining terms:
-88ab × 3 × (-6.6) × (-4ab) = 862.08a^2b^2
Final answer: 862.08a^2b^2