1.

If f(x)=∣∣∣∣∣cos(x+α)cos(x+β)cos(x+γ)sin(x+α)sin(x+β)sin(x+γ)sin(β−γ)sin(γ−α)sin(α−β)∣∣∣∣∣ where α,β,γ∈R and f(0)=−2, then 30∑r=1|f(r)| equals

Answer»

If f(x)=

cos(x+α)cos(x+β)cos(x+γ)sin(x+α)sin(x+β)sin(x+γ)sin(βγ)sin(γα)sin(αβ)

where α,β,γR and f(0)=2, then 30r=1|f(r)| equals



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