(B+.6) (B-.5)
Using "FOIL" .........
Multiplying the first terms together, we have B*B = B^2
Multiplting the outer terms together, we have - .5*B = - .5B
And doing the same with the inner terms, we have .6*B = .6B
And multiplting the last terms together, we have .6*-.5 = -.30
And adding all of these we have
B^2 - .5B + .6B - .30 =
B^2 + .1B - .30
(B+.6) (B-.5)
Using "FOIL" .........
Multiplying the first terms together, we have B*B = B^2
Multiplting the outer terms together, we have - .5*B = - .5B
And doing the same with the inner terms, we have .6*B = .6B
And multiplting the last terms together, we have .6*-.5 = -.30
And adding all of these we have
B^2 - .5B + .6B - .30 =
B^2 + .1B - .30