Explicación paso a paso:
(1-Sin(∅)²)×(1+Tan(∅)²)=1
(1-Sin(∅)²)×(1+Tan(∅)²)=1,∅π/2+kπ
Cos(∅)²×(1+(Sin(∅)/Cos(∅))²)=1
Cos(∅)²×(1+Sin(∅)²/Cos(∅)²)=1
Cos(∅)²×Cos(∅)²+Sin(∅)²/Cos(∅)²=1
Solución:
1=1
Dicho enunciado es verdadero.
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Verified answer
Explicación paso a paso:
(1-Sin(∅)²)×(1+Tan(∅)²)=1
(1-Sin(∅)²)×(1+Tan(∅)²)=1,∅π/2+kπ
Cos(∅)²×(1+(Sin(∅)/Cos(∅))²)=1
Cos(∅)²×(1+Sin(∅)²/Cos(∅)²)=1
Cos(∅)²×Cos(∅)²+Sin(∅)²/Cos(∅)²=1
Solución:
1=1
Dicho enunciado es verdadero.