We require you to at least show your thoughts. To help you get started, there are 36 different pairs (i , j) pairs where i and j range between 1 and 6. Some of these pairs aren't going to be allowed in the product above. So how many factors will there be in the product?crv357 said:##\prod_{j \neq i}^{6} \frac{\lambda_{i}}{\lambda_{i}-\lambda_{j}}##
The product of terms is calculated by multiplying all the terms together. For example, if you have the terms 2, 3, and 4, the product of terms would be 2 x 3 x 4 = 24.
The product of terms is used to find the total value of a set of terms. It is often used in mathematical equations and formulas to simplify and solve problems.
Yes, the product of terms can be negative. When multiplying an odd number of negative terms, the product will be negative. For example, -2 x -3 = 6.
The product of terms is the result of multiplying all the terms together, while the sum of terms is the result of adding all the terms together. The product gives the total value of the terms, while the sum gives the total quantity of the terms.
Yes, the product of terms can be calculated for non-numerical terms, such as variables or algebraic expressions. The same principle of multiplying all the terms together applies, but the resulting product may be a combination of numbers and variables.