Imagine a scenario where company A's revenue is triple that of company B, and company B's revenue is twice that of company C; calculate the ratio of company A's revenue to company C's.
user
Sure, let's break this down. 

Company A's revenue: $3R$
Company B's revenue: $2R$
Company C's revenue: $R$

To find the ratio of Company A's revenue to Company C's revenue, we would divide the first by the second:

Ratio of Company A's revenue to Company C's revenue = $3\cdot R \div R = 3$

So, Company A's revenue is three times greater than Company C's revenue.
assistant
Imagine a scenario where company A's revenue is triple that of company B, and company B's revenue is twice that of company C; calculate the ratio of company A's revenue to company C's.
user
Sure, let's break this down:

1. Company A's revenue is triple that of company B. So, if we denote company B's revenue as 'b', then company A's revenue would be '3b'.

2. Company B's revenue is twice that of company C. So, if we denote company C's revenue as 'c', then company B's revenue would be '2c'.

From these two points, we can see that 'b' is equal to '2c'.

Now, we want to find the ratio of company A's revenue to company C's revenue. This would be '3b' to 'c'. But since 'b' is equal to '2c', we can substitute '2c' for 'b' in the ratio.

So, the ratio of company A's revenue to company C's revenue would be '3 * 2c' to 'c', or '6c' to 'c'. This simplifies to a ratio of 6:1.

So, for every 1 unit of revenue that company C makes, company A makes 6 units of revenue.
assistant