Question

Cuál es el resultado de: *

Answer 1

Respuesta:

no se :v por que me preguntas eso

Explicación paso a paso:

No es mi CULPA QUE SEA OTAKU :'v

Answer 2

Respuesta:

1

Explicación:

$cos^{sin(90°)} (270°)-\frac{tan(360°)}{cos(0°)} +sec^{cot(270°)} (180°)$  

$cos^{sin(90°)} (270°)-\frac{tan(360°)}{cos(0°)} +(\frac{1}{cos(180°)})^{cot(270°)}$

$sin^{sin(90°)} (90°-270°)-\frac{tan(360°)}{cos(0)} +\frac{1}{cos (180°)}^{cot(270°)}$

$sin^{sin(90°)} (-180°)-\frac{tan(360°)}{cos(0)} +\frac{1}{cos (180°)}^{cot(270°)}$

$(-sin(180°))^{sin(90°)} -\frac{tan(360°)}{cos(0)} +\frac{1}{cos(180°)}^{cot(270°)}$

$(-sin(180°))^{sin(90°)} -\frac{tan(0)}{cos(0)} +\frac{1}{cos(180°)} ^{cot (270°)}$

$(-sin(180°)^{sin(90°)} -\frac{tan (0)}{cos(0)} +\frac{1}{cos(180°)}^{cot(90°)}$

sin(180°)=0

sin(90°)=1

tan(0)=0

cos(0)=1

cos(180°)=(-1)

cot(90°)=0

$(-0)^{1} -\frac{0}{1} +\frac{1}{(-1)}^{0}$

simplifica =1

coronita pliss