Question
Simplify the expression
tan2(x)×y4tan(2x)
Evaluate
ytan(x)×y2tan(x)×ytan(2x)
Multiply the terms with the same base by adding their exponents
y1+2+1tan(x)tan(x)tan(2x)
Add the numbers
y4tan(x)tan(x)tan(2x)
Multiply the terms
y4tan2(x)tan(2x)
Calculate
More Steps

Evaluate
tan2(x)
Transform the expression
(cos(x)sin(x))2
Simplify
cos2(x)sin2(x)
y4×cos2(x)sin2(x)×tan(2x)
Calculate
y4×cos2(x)sin2(x)×cos(2x)sin(2x)
Calculate
cos2(x)cos(2x)y4sin2(x)sin(2x)
Rewrite the expression
cos(2x)cos2(x)sin(2x)sin2(x)×y4
Rewrite the expression
sin2(x)cos−1(2x)cos−2(x)×y4sin(2x)
Solution
tan2(x)×y4tan(2x)
Show Solution
