Final answer:
The question incorrectly asks for the use of the distributive property and GCF for the simple subtraction of 60-50. These mathematical concepts are generally applied to multiplication over addition or subtraction and simplifying fractions or expressions, not direct subtraction of whole numbers. The answer, simply put, is 60 - 50 = 10.
Step-by-step explanation:
The question asks us to use the distributive property and Greatest Common Factor (GCF) to solve the expression 60-50. It seems the question may be incorrectly phrased since the distributive property typically applies to expressions that involve multiplication over addition or subtraction; for example, a(b + c) = ab + ac. However, let’s explore these concepts step by step using the reference information provided.
First, let's recall that the distributive property allows us to distribute a multiplication over an addition or subtraction within parentheses. In the context of this question, there are no parentheses or multiplication signs, so this property doesn't apply directly. Instead, we just have the subtraction of two numbers.
Regarding the GCF or greatest common factor, this is relevant when we are simplifying fractions or factoring expressions. The GCF is the largest factor that divides two or more numbers. Since 60 and 50 are both multiples of 10, their GCF would be 10. However, finding the GCF is not necessary for subtracting these numbers.
Simply subtracting 50 from 60, we get:
This calculation does not require the use of distributive property or GCF. It is just straightforward subtraction. In other cases, such as simplifying expressions or dealing with fractions, these tools might be relevant.