Question

solve tan^-1(2x)+tan^-1(3x)=nπ/3π/4​

Answer 1

Answer:

X = tan×n/20

Step-by-step explanation:

tan^-1 (2x) + (3x) = nπ/3π/4

2x/tan +3x/tan = n/4

2x+3x/tan = n/4

5x/tan =n/4

5x × 4 = tan × n

20x = n × tan

x = n × tan/20

I don't know it's right or wrong but I tried.... I hope it helps u