Example 1
- x = 0
0
What is sinh(0)? 0. (e⁰ − e⁰)/2.
Type x. The result is (eˣ − e⁻ˣ)/2. 0 gives 0. 1 gives 1.175201. −1 gives −1.175201.
One field. This is not sine of an angle. The calculator computes (e^a − e^(−a))/2. A fraction through six decimal places.
Enter data and click Calculate.
Hyperbolic sine is sinh(x), not sin of an angle. The formula does not use a built-in sinh. It computes (e^a − e^(−a))/2. x = 0 gives 0. x = 1 gives 1.175201. x = −1 gives −1.175201.
The function is odd. A minus in x flips the sign. At these three values the result matches sinh, but the calculator stays with exp.
An empty field is a blank value and a blank. Hyperbolic cosine and hyperbolic tangent live next door. We do not overwrite the gold sine-of-an-angle card.
The header units switch does not multiply anything. 0 stays 0 whatever the label says.
0 is an integer, so the string 0. 1.175201 is six decimal places.
x = 0 gives 0. x = 1 gives 1.175201. x = −1 gives −1.175201.
sinh(x) = (eˣ − e⁻ˣ)/2
sinh(x) is (eˣ − e⁻ˣ)/2. 0 gives 0. 1 gives 1.175201. −1 gives −1.175201.
0
What is sinh(0)? 0. (e⁰ − e⁰)/2.
1.175201
What is sinh(1)? 1.175201. exp, not a built-in sinh.
-1.175201
What is sinh(−1)? −1.175201. Odd.
0. (1−1)/2. An integer string.
sinh(x), (eˣ−e⁻ˣ)/2. Not sin of an angle.
The result is 1.175201. The calculator uses the exponential function, not a built-in sinh.
−1.175201. An odd function.
No. The formula is (e^a − e^(−a))/2. At 1 the result matches.
a blank value. The result stays blank.
No. Sine of an angle is on the sine page. Here sinh.
Yes. 0 stays 0. 1.175201 has six digits.
On the hyperbolic cosine page. There you get cosh.
Yes. 0.5 and 0,5 are the same x.
The calculator computes the same formula as the definition below.
Page updated in 2026.