sin х-cosх>1............................................. Created by Яноса. algebra-ru

sin х-cosх>1...

July 2022 1 31 Report

sin х-cosх>1............................................

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avilov41 Sinx-cosx=√2(1/√2*sinx-1/√2cosx)=√2sin(x-π/4)
Решим неравенство √2sin(x-π/4)>1.
sin(x-π/4)>1/√2
π/4+2πn<x-π/4<3π/4+2πn,n∈z или
π/2+2πn<x<π+2πn,n∈z.
Ответ: π/2+2πn<x<π+2πn,n∈z.

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