1+Tg^2X
1+Tg^2X
S i n 2 x = 2 c o s x s i n x. Tg (3 * x) = 1
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Tg (3 * x) = 1 Tg (x + 2 * x) = 1; Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }.
S i n 2 x = 2 c o s x s i n x. 1 + tg ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x (cos ^ 2 x + sin ^ 2 x)/ cos ^ 2 x = 1 / cos ^ 2 x 1 / cos ^ 2 x = 1 / cos ^ 2 x. Tg^2 (x) + 3tg( x) =0.
Tg (x + 2 * x) = 1;
Tg (3 * x) = 1 Tg^2 (x) + 3tg( x) =0. 1 + tg ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x (cos ^ 2 x + sin ^ 2 x)/ cos ^ 2 x = 1 / cos ^ 2 x 1 / cos ^ 2 x = 1 / cos ^ 2 x.
Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }. 1 + tg ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x 1 + sin ^ 2 x/ cos ^ 2 x = 1 / cos ^ 2 x (cos ^ 2 x + sin ^ 2 x)/ cos ^ 2 x = 1 / cos ^ 2 x 1 / cos ^ 2 x = 1 / cos ^ 2 x. S i n 2 x = 2 c o s x s i n x.
Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }. Tg (x + 2 * x) = 1; S i n 2 x = 2 c o s x s i n x.
S i n 2 x = 2 c o s x s i n x.
Tg (x + 2 * x) = 1; Tg^2 (x) + 3tg( x) =0. Tg (3 * x) = 1
Tg (3 * x) = 1 Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }. Tg (x + 2 * x) = 1;
Tg^2 (x) + 3tg( x) =0. Tg (x + 2 * x) = 1; Tg (3 * x) = 1
Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }.
S i n 2 x = 2 c o s x s i n x. Tg(\alpha \pm \beta) = \frac { tg\alpha \pm tg\beta } { 1 \mp tg\alpha * tg\beta }. Tg (x + 2 * x) = 1;
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