expand (x+6)(x-1)
⚠ (x+6)(x-1) is read as (x+6)*(x-1): use (...)*(...) for multiplication, use (...)^(...) for a power
Let's expand: (x + 6)·(x -1)
ⓘ Expand by multiplying each term inside the parentheses: (x + 6)·(x -1) = x·x + x·(-1) + 6x + 6·(-1)
x·x + x·(-1) + 6x + 6·(-1)
ⓘ Multiplying powers with the same base adds the exponents: x·x = x2■Multiplying by -1 gives the opposite: x·(-1) = -x■Multiplications are done before additions and subtractions. A single minus sign does not cancel out, the product of a negative number by a positive number is negative: 6·(-1) = -6
x2 -x + 6x -6
ⓘ Like terms are grouped by adding their coefficients: -x + 6x = 5x
▶Expanded form:   x2 + 5x -6