Solve (3·5+5)÷(4+3·2): Order of Operations Practice

$(3\cdot5+5):(4+3\cdot2)=$

Let's simplify this expression while following the order of operations which states that exponents come before multiplication and division, which come before addition and subtraction, and that parentheses come before all of them,

In the given expression, there is a division operation between two expressions in parentheses, so we'll start by simplifying each of the expressions in parentheses in parallel. Since multiplication comes before addition and subtraction, we'll first perform the multiplications in the expressions and then calculate the results of the addition and subtraction operations in the expressions:

$(3\cdot5+5):(4+3\cdot2)= \\ (15+5):(4+6)= \\ 20:10 \\$Let's complete the simplification of the expression and perform the division operation:

$20:10= \\ 2$Therefore, the correct answer is answer B.