Question

Tg62 - tg17/tg62*tg17+1

Answer 1

Это разность углов  $\frac{tg62-tg17}{tg62*tg17+1}=tg(62-17)=1$

Answer 2

To evaluate the expression Tg62 - Tg17/Tg62 * Tg17 + 1, we need to know the values of Tg62 and Tg17. However, it seems that the terms "Tg62" and "Tg17" are not standard mathematical notation and don't represent any specific mathematical functions or values.

If you meant to use the abbreviations "Tg" to represent the tangent function, the expression can be rewritten as:

tan(62) - tan(17)/tan(62) * tan(17) + 1

In this case, we would need to calculate the tangent values for angles 62 and 17 (in radians) and substitute them into the expression for the evaluation.

Please provide the specific values or clarify the notation if you have any intended meaning behind "Tg62" and "Tg17" so that I can assist you further.