With
, we have

Then the difference quotient is

since <em>h</em> ≠ 0.
Where’s the data?................
Answer:
1.00 and 1.73
Step-by-step explanation:
1) Calculating the 1st and the 2nd leg using trigonometric function sine:

Once one leg is found there is another way to find the other leg, using Pythagorean Theorem too.

Sides
a hypotenuse: 2.00
-------------------------------
b leg: 1.73
--------------------------------
c leg: 1.00
--------------------------------
450 chairs total
20 chairs per row
15 rows already set up
15×20=300
300 chairs already up
450-300=150
150 chairs left to set up