Juice stores have different flavors of juice in packets of different sizes. Choose the incorrect statement from the following options.

The correct option is D The ratio of the total volume of apple juice to the total volume of strawberry juice is $3:4$
The total volume of apple juice is $50+50+50=150$ mL
The total volume of orange juice is $62.5+62.5=125$ mL
The total volume of strawberry juice is $100+100=200$ mL

The ratio of the total volume of apple juice to the total volume of orange juice is $150:125$.
The ratio of $150:125$ is not in its simplest form.
So, we will divide both numbers by their GCF.
The common factors of $150$ and $125$ are $5$ and $25$ so the GCF is $25$.
So, the simplest form of $150:125$ is $6:5$.
Therefore, option A is correct.

The ratio of the total volume of apple juice to the total volume of strawberry juice is $150:200$.
The ratio of $150:200$ is not in its simplest form. So, we will divide both numbers by their GCF.
The common factors of $150$ and $200$ are $2,5,10,25$, and $50$. So, the GCF is $50$.
So, the simplest form of $150:200$ is $3:4$.
Therefore, option B is correct.

The ratio of the total volume of strawberry juice to the total volume of the rest of the juices is $200:275$.
The ratio of $200:275$ is not in its simplest form.
So we will divide both numbers by their GCF.
The common factors of $200$ and $275$ are $5$ and $25$. So, the GCF is $25$.
So, the simplest form of $200:275$ is $8:11$.
Therefore, option C is incorrect.

The ratio of the total volume of strawberry juice to the total volume of juice is $200:475$.
The ratio $200:475$ is not in its simplest form. So, we will divide both numbers by their GCF.
The common factors of $200$ and $475$ are $5$ and $25$.
So, the simplest form of $200:475$ is $8:19$.
Therefore, option D is correct.