need answer please simplify the product using the distributive property (4h + 6)(4h - 7)
16h^2 + 4h - 42
16h^2 - 4h - 42
16h^2 + 52h + 42
16h^2 - 52h + 42

Question

need answer please simplify the product using the distributive property (4h + 6)(4h - 7)
16h^2 + 4h - 42
16h^2 - 4h - 42
16h^2 + 52h + 42
16h^2 - 52h + 42

anonymous · Answer

@Jhannybean

anonymous · Answer

?<NEED ANSWER>?

Umm we do not just give answers! 
Sorry...

We explain and guide the user to the answer though...

jhannybean · Answer

$$\large (4h+6)(4h-7)$$$$\large 4h(4h-7)+6(4h-7)$$$$\large (4h)(4h)-(7)(4h)+(6)(4h)-(6)(7)$$$$\large (4*4)h^{1+1}-(7*4)h+(6*4)h-42$$ now you can simplify this

hero · Answer

For multiplying binomials, Distributive Property is the long form expansion of FOIL

hero · Answer

$(4h + 6)(4h - 7) = 4h(4h + 6) - 7(4h + 6) = 16h^2 + 24h - 28h - 42$

hero · Answer

Simplify the rest

anonymous · Answer

the only foil i'm thinking about is going to be put on my head and stuck in a microwave, because I have no idea how to simplify.

jhannybean · Answer

According to @Hero's post, what is -28+24?