Question

How many terms are there in v/3 + 2 x 5

Answer 1

Answer:1

Explanation:

terms are separated by + or - signs

Answer 2

The expression
`\((v)/(3) + 2 * 5\)`consists of two terms:
`\((v)/(3)\)`and \(2 \times 5\), making it a binomial expression with distinct components that contribute to the total value.

The given expression is
`\((v)/(3) + 2 * 5\)`. To determine the number of terms, we need to identify individual components that are added or subtracted. In this expression, there are two distinct components:
`\((v)/(3)\) and \(2 * 5\).`

The term
`\((v)/(3)\)` represents the division of
`\(v\)`by 3, constituting one term. The term
`\(2 * 5\)`involves the multiplication of 2 and 5, resulting in 10, which is a single term as well.

Hence, the entire expression has two terms, each contributing to the overall value. It's essential to recognize that terms are separated by addition or subtraction operations within an algebraic expression. In this case, the terms
`\((v)/(3)\)` and
`\(2 * 5\)` are added together. Understanding the structure of mathematical expressions helps in performing operations and simplifications effectively.