Question Simplify the expression −10cot2(x) Evaluate 10−10csc2(x)Transform the expression More Steps Evaluate csc2(x)Use csct=sint1 to transform the expression (sin(x)1)2Evaluate the power sin−2(x) 10−10sin−2(x)Transform the expression More Steps Evaluate −10sin−2(x)Transform the expression More Steps Evaluate sin−2(x)Rewrite the expression sin2(x)Use sin−2t=1+tan2t to transform the expression 1+cot2(x) −10(1+cot2(x))Use the the distributive property to expand the expression −10×1−10cot2(x)Any expression multiplied by 1 remains the same −10−10cot2(x) 10−10−10cot2(x)Solution −10cot2(x) Show Solution Factor the expression 10(1−csc(x))(1+csc(x)) Evaluate 10−10csc2(x)Factor out 10 from the expression 10(1−csc2(x))Solution 10(1−csc(x))(1+csc(x)) Show Solution
Algebra
Calculus
Trigonometry
Matrix Algebra Calculus Trigonometry Matrix