G 1/05 and G 1/06
Okay, imagine you have a bag full of different kinds of candies. Each candy is a little bit different and has a different taste.
Now, let's say you have two friends, let's call them Friend 1 and Friend 2. Friend 1 really likes candies and enjoys eating lots of them. Friend 2, on the other hand, doesn't like candies as much and only eats a few of them.
Now, let's compare the number of candies that Friend 1 and Friend 2 ate. Friend 1 ate 1/05 of the candies in the bag, while Friend 2 ate 1/06 of the candies.
So, if we want to figure out how many candies each friend ate, we need to do a little bit of math.
To understand the math, think of the candies as groups of five. Each group has five candies in it.
For Friend 1, we need to calculate how many groups of five candies they ate. To do this, we divide the total number of candies Friend 1 ate (1) by the number of candies in each group (5).
So, 1 divided by 5 is 0.2. This means that Friend 1 ate 0.2 groups of candies, which is the same as 1/05.
Now let's do the same for Friend 2. We need to calculate how many groups of six candies they ate. To do this, we divide the total number of candies Friend 2 ate (1) by the number of candies in each group (6).
So, 1 divided by 6 is 0.1667 (approximately). This means that Friend 2 ate about 0.1667 groups of candies, which is the same as 1/06.
In simpler terms, Friend 1 ate a little bit more candies than Friend 2. Friend 1 ate 1/05 of the candies, which is a little bit bigger than 1/06, the amount that Friend 2 ate.
Now, let's say you have two friends, let's call them Friend 1 and Friend 2. Friend 1 really likes candies and enjoys eating lots of them. Friend 2, on the other hand, doesn't like candies as much and only eats a few of them.
Now, let's compare the number of candies that Friend 1 and Friend 2 ate. Friend 1 ate 1/05 of the candies in the bag, while Friend 2 ate 1/06 of the candies.
So, if we want to figure out how many candies each friend ate, we need to do a little bit of math.
To understand the math, think of the candies as groups of five. Each group has five candies in it.
For Friend 1, we need to calculate how many groups of five candies they ate. To do this, we divide the total number of candies Friend 1 ate (1) by the number of candies in each group (5).
So, 1 divided by 5 is 0.2. This means that Friend 1 ate 0.2 groups of candies, which is the same as 1/05.
Now let's do the same for Friend 2. We need to calculate how many groups of six candies they ate. To do this, we divide the total number of candies Friend 2 ate (1) by the number of candies in each group (6).
So, 1 divided by 6 is 0.1667 (approximately). This means that Friend 2 ate about 0.1667 groups of candies, which is the same as 1/06.
In simpler terms, Friend 1 ate a little bit more candies than Friend 2. Friend 1 ate 1/05 of the candies, which is a little bit bigger than 1/06, the amount that Friend 2 ate.