Question

Solve 2sinx-√ 3=0....... My test is tomorrow and I don't remeber how to do this.. Please guys help me :(!!!

Answer 1

\[2\sin(x) - \sqrt{3} = 0\]

Answer 2

Add \(\sqrt{3}\) to both sides to get:
\[2\sin(x) = \sqrt{3}\]

Answer 3

then divide by 2

Answer 4

see the answer now?

Answer 5

Divide both sides by 2 to get:
\[\sin(x) = \frac{\sqrt{3}}{2}\]

Answer 6

Take inverse sine of both sides to isolate \(x\)

Answer 7

any other questions?

Answer 8

inverse sin (sqrt(3)/2)

Answer 9

inverse sin (2) is an error because sin is always between 1 and -1

Answer 10

sqrt ?? so how I solve this problem :(

Answer 11

what kind of calculator do you have?

Answer 12

SHARP advanced D.A.L. (EL-520X)

Answer 13

does it show inverse trigonometry operations as "sin^(-1)" or as "arcsin"

Answer 14

sin^-1

Answer 15

but its the same thing.. the question is, how I do it if its an error for the calculator

Answer 16

Get a TI-Nspire quick. Throw that Sharp calc in the trash.

Answer 17

sin^(-1) ((sqrt(3))/2)

Answer 18

what is sqrt :(

Answer 19

square root

sorry