In this paper, we determine new and sharp inequalities involving trigonometric functions. More specifically, a new general result on the lower bound for log(1−uv), u, v ∈ (0, 1) is proved, allowing to determine sharp lower and upper bounds for the so-called sinc function, i.e., sin(x)/x, lower bounds for cos(x) and upper bounds for (cos(x/3)) 3. The obtained bounds improve some well-established results. The findings are supported by graphical analyses
In the note, some new proofs for inequalities invoving trigonometric functions are given
In this paper, we interested in Wilker inequalities. We provide ner bounds than known previous. More...
In the note, some new proofs for inequalities invoving trigonometric functions are given
In this paper, we determine new and sharp inequalities involving trigonometric functions. More speci...
Recent advances in mathematical inequalities suggest that bounds of polynomial-exponential-type are ...
In this paper, we propose several new lower and upper bounds for the functions sin x/x and cos x. In...
A lower bound on the sinc function is given. Application for the sequence bnn=1∞ which related to Ca...
The prime goal of this paper is to establish sharp lower and upper bounds for useful functions such ...
Abstract. In this paper, we prove that for x ∈ (0,π/2) with the best constants p 1 = 0.45346... and ...
Using the power series expansion technique, this paper established two new inequalities for the sine...
This paper is devoted to obtain sharp exponential and polynomial upper bounds for the ratio function...
By using two identities and two inequalities relating to Bernoulli’s and Euler’s numbers and power s...
By using two identities and two inequalities relating to Bernoulli’s and Euler’s numbers and power s...
In this paper, new refinements and improvements of Mitrinović–Cusa’s and related inequalities are pr...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jorda...
In the note, some new proofs for inequalities invoving trigonometric functions are given
In this paper, we interested in Wilker inequalities. We provide ner bounds than known previous. More...
In the note, some new proofs for inequalities invoving trigonometric functions are given
In this paper, we determine new and sharp inequalities involving trigonometric functions. More speci...
Recent advances in mathematical inequalities suggest that bounds of polynomial-exponential-type are ...
In this paper, we propose several new lower and upper bounds for the functions sin x/x and cos x. In...
A lower bound on the sinc function is given. Application for the sequence bnn=1∞ which related to Ca...
The prime goal of this paper is to establish sharp lower and upper bounds for useful functions such ...
Abstract. In this paper, we prove that for x ∈ (0,π/2) with the best constants p 1 = 0.45346... and ...
Using the power series expansion technique, this paper established two new inequalities for the sine...
This paper is devoted to obtain sharp exponential and polynomial upper bounds for the ratio function...
By using two identities and two inequalities relating to Bernoulli’s and Euler’s numbers and power s...
By using two identities and two inequalities relating to Bernoulli’s and Euler’s numbers and power s...
In this paper, new refinements and improvements of Mitrinović–Cusa’s and related inequalities are pr...
This paper deals with some inequalities for trigonometric and hyperbolic functions such as the Jorda...
In the note, some new proofs for inequalities invoving trigonometric functions are given
In this paper, we interested in Wilker inequalities. We provide ner bounds than known previous. More...
In the note, some new proofs for inequalities invoving trigonometric functions are given
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