Why is base to power 0 always 1, even if it's .2^0 it =1?
Is it just counting the 1 time the .2 is existing? Is that why?And - base ^ 0 is negative whatever the number is so why is that not a negative one?
Because (-2)^2 is 4 but no because a negative times a negative is a positive.
And...
I'm not sure why we are putting it into the (x) first and then = f(x) if we're trying to find g(x).
Because all we are using from the table is the x so why are we do we even need the f(x)?
Ok that makes sense. I can only be done with mult and division but not sub and add.
Because a term is only addition but a factor is like multiplication. And more can be done with that.
That's going to be negative -50 because it's -50 south (down) on the number line from 0,0 where car B is.
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I mean the Y line not number line.
no, it doesn't really make sense because you guys said that it can be broken apart... so it can't be combined?
You said that sq rt 12 can become sq rt 3 + sq rt 4
something similar to that. That's probably wrong, but I'm referring to an earlier question i asked. So it just seems natural you...