Find cot x if sin x cot x csc x = √2

Here you go

cot

x

=

√

2

Explanation:

note that the function # cscx = 1/sinx

hence  

sin

x

×

cot

x

×

1

sin

x

=

√

2

cancelling out the  

sin

x

terms

gives  

cot

x

=

√

2

Plz mark me as brainsliest

cot x = √2.

Step-by-step explanation:

sin x cot x csc x = √2

Convert to sin x and cos x:

sin x * cos x / sinx * 1/ sin x = √2

cos x / sin x = √2

cot x =  √2  (answer).

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