a ( b+c) = ab + ac.
I agree it's important that students intuitively feel that
a ( b+c) = ab + ac
is true.
But once we are at that, why would we even bother to teach or "proof" all variations of that expression?
a ( b+c) = ab + ac.
I agree it's important that students intuitively feel that
a ( b+c) = ab + ac
is true.
But once we are at that, why would we even bother to teach or "proof" all variations of that expression?