-8y.jpeg "(16xy2+8x) 8y")
Simplifying Algebraic Expressions: (16xy2+8x) 8y
In mathematics, simplifying algebraic expressions is an essential skill to master. It involves combining like terms and eliminating any parentheses or other grouping symbols. In this article, we will simplify the algebraic expression (16xy2+8x) 8y.
Step 1: Distribute the 8y
To start, we need to distribute the 8y to each term inside the parentheses.
(16xy2+8x) 8y = 16xy2(8y) + 8x(8y)
Step 2: Multiply Each Term
Now, let's multiply each term:
16xy2(8y) = 128xy3
8x(8y) = 64xy
Step 3: Combine Like Terms
There are no like terms in this expression, so we cannot combine any terms further.
Final Answer
The simplified expression is:
128xy3 + 64xy
Therefore, the simplified form of (16xy2+8x) 8y is 128xy3 + 64xy.
