Answer:
\(y^{4} * y^{6}\) = \(y^{10}\).
Step-by-step explanation:
Given: \(y^{4} * y^{6}\).
To find : Find the product.
Solution : We have given that \(y^{4} * y^{6}\).
By the same base exponential rule : if the base of the two exponential are same then power will be added.
\(a^{b} * a^{c}\) = \(a^{b+c}\).
Then
\(y^{4} * y^{6}\) = \(y^{4 + 6}\).
\(y^{4} * y^{6}\) = \(y^{10}\).
Therefore, \(y^{4} * y^{6}\) = \(y^{10}\).
