- So:
- 800-[(10x)(13i)^2]-[sin(xy)/2.362x] = 800 - [(10x)(13^2)(i^2)] - [sin(xy)/2,362x] = 800 - (10x)(169)(-1) - [sin(xy)/2,363x] =800 - (-1690x) - (sin(xy)/2,362x) = 800 + 1690x - (sin(xy)/2,362x)
- Asume this = 0
- We get:
- 0 = 800 + 1690x - sin(xy)/2,363x
- 0 = 800 + 1690x - [sin(xy)][1/2,362x] | arcsin(
- We get:
- 0 = arcsin(800) + arcsin(1690x) - arcsin[sin(xy)]arcsin[1/2,362x]
- xy/arcsin(1/2,362x) = arcsin(800) + arcsin(1690x) | arcsin(2,362x)
- xy = (arcsin(800) + arcsin(1690x))arcsin(2,362x) | 1/x
- y = [1/x][(arcsin(800) + arcsin(1690x))arcsin(2,362x)]
- Think I got it about right.

# Posted by Frymaster on Mon 8th Dec 02:10

download | new post

**Submit a correction or amendment below. (click here to make a fresh posting)**

After submitting an amendment, you'll be able to view the differences between the old and new posts easily.