Break down the expression into basic terms:
6b2 6b^2 6b2
To break down the expression 6b2 6b^2 6b2 into its fundamental parts, we analyze each element:
6 is a constant multiplier 6 \, \text{is a constant multiplier} 6is a constant multiplier
b2 b^2 b2 represents b⋅b b \cdot b b⋅b
Therefore, 6b2 6b^2 6b2 is decomposed as 6⋅b⋅b 6 \cdot b \cdot b 6⋅b⋅b.
6⋅b⋅b 6\cdot b\cdot b 6⋅b⋅b