f(x)=10^x+7^x-14^x-5^x/1-cos4x at x=0
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yes this can be possible by using algebraic formula
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1
The function's value is ∞ (infinity).
given,
- F(x) = 10^x + 7^x - 14^x - 5^x/(1-cos4x)
at x=0,
- F(0) = 10^0 + 7^0 - 14^0 - 5^0/(1-cos0)
- ⇒ F(0) = 1 + 1 - 1 - 1/(1-1)
- ⇒ F(0) = 2-1-1/0
- ⇒ F(0) = 1 - ∞ = ∞
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