Ok so my tx book says explain the dirrrefence between a unit rate and a rate in in the 6th grade and it's my first week hhheeelllppp

Sure, I can help you with that! Understanding the difference between a unit rate and a rate is an important concept in mathematics. Let's break it down step by step.

1. Rate: A rate is a comparison of two different quantities with different units. It is commonly expressed as a ratio with a colon (:), such as miles per hour (mi/hr) or dollars per hour ($/hr). Rates are used to describe how one quantity changes in relation to another.

2. Unit Rate: A unit rate is a special type of rate where the denominator of the ratio is 1. It compares one quantity to a single unit of another quantity. Unit rates make it easier to compare and understand the relationship between different quantities. They are often expressed in the form of "x per 1 unit" or "x per unit" (e.g., 50 miles per hour or $10 per book).

To find the unit rate:

1. Identify the two quantities being compared.
2. Write the ratio with the given quantities, ensuring that the denominator is 1.
3. Simplify the ratio if needed.

For example, if you have a ratio of 8 miles traveled in 2 hours, to find the unit rate:

1. The two quantities being compared are 8 miles and 2 hours.
2. Write the ratio: 8 miles : 2 hours.
3. Since we want the denominator to be 1, divide both quantities by 2: 4 miles : 1 hour.

The unit rate in this example is 4 miles per hour. It means that for every 1 hour, you travel 4 miles.

Remember, rates are comparisons between two different quantities, while unit rates compare one quantity to a single unit of another quantity.

I hope this explanation helps you understand the difference between a unit rate and a rate in the 6th grade. Let me know if you have any further questions!