8(3/5)d divided by 2(c^2/15d^2) can be simplified as follows:
First, simplify the expression inside the parentheses:
2(c^2/15d^2) = (2c^2) / (15d^2)
Now divide 8(3/5)d by (2c^2) / (15d^2):
8(3/5)d ÷ (2c^2) / (15d^2)
= 8(3/5)d * (15d^2) / (2c^2)
= 24d * 15d^2 / 10c^2
= 360d^3 / 10c^2
= 36d^3 / c^2
So, 8(3/5)d ÷ 2(c^2/15d^2) simplifies to 36d^3 / c^2
8(3/5)d divided by 2(c^2/15d^2) can be simplified as follows:
First, simplify the expression inside the parentheses:
2(c^2/15d^2) = (2c^2) / (15d^2)
Now divide 8(3/5)d by (2c^2) / (15d^2):
8(3/5)d ÷ (2c^2) / (15d^2)
= 8(3/5)d * (15d^2) / (2c^2)
= 24d * 15d^2 / 10c^2
= 360d^3 / 10c^2
= 36d^3 / c^2
So, 8(3/5)d ÷ 2(c^2/15d^2) simplifies to 36d^3 / c^2