(sin)6.9^10-4/10-5.

Please solve. I don't get it....explain too.

Is (sin) apart of the equation?

Yes.

What grade math is that

Trigonometry? I don't know, lol, I just want the answer..

i have no clue. like me i'd leave it blank

As it stands, (sin)6.9^10-4/10-5 is not a valid expression. Repost just what the problem says, and we'll give it a go.

To solve the expression (sin)6.9^10-4/10-5, we can break it down into smaller steps:

Step 1: Evaluate the exponential term (6.9^10-4).
To calculate this, we start by evaluating the power (10-4) first:
10-4 = 1/10^4 = 1/10,000

To calculate 6.9^10-4, we raise 6.9 to the power of 10-4:
6.9^10-4 = 6.9^(1/10,000)

Step 2: Evaluate the trigonometric function (sin).
The sin function calculates the sine of an angle. However, in your expression, we don't have an angle. So, we need more information to proceed. If you can provide the angle, we can compute the sine accordingly.

Step 3: Evaluate the remaining fraction (1/10-5).
Following the same logic as before, 10-5 can be simplified as:
10-5 = 1/10^5 = 1/100,000

So, the overall expression becomes:
(sin)6.9^(1/10,000) - (1/100,000)

Please provide the angle for the sine function, and I can continue with solving the expression for you.