We had given task as
Read an angle in degrees, and print the tan, cosec, sec, and cot values of that angle in the same order. To use via the rad() function, convert the angle from degrees to radians for the standard library functions.
For which we written code as
x = io.read()
radianVal = math.rad (x)
io.write(string.format("%.1f ", math.tan(radianVal)),"\n")
io.write(string.format("%.1f ", math.cosh(radianVal)),"\n")
io.write(string.format("%.1f ", math.sinh(radianVal)),"\n")
io.write(string.format("%.1f ", math.cos(radianVal)),"\n")
But output is not as expect, not sure where we went wrong
Run as Custom Input
30
Your Output (stdout)
0.6
1.1
0.5
0.9
Expected Output
0.57735026918963
2.0
1.1547005383793
1.7320508075689
Correct code which is working perfectly is
x = io.read()
function cot(radAngle)
return 1 / math.tan(radAngle)
end
function cosec(radAngle)
return 1 / math.sin(radAngle)
end
function sec(radAngle)
return 1 / math.cos(radAngle)
end
local radAngle = math.rad(x)
print(math.tan(radAngle))
print(cosec(math.rad(x)))
print(sec(math.rad(x)))
print(cot(math.rad(x)))
How can you expect to get the correct result if you calculate cosh(x)
instead of csc(x)
? You're using the hyperbolic cosine to calcuate the cosecant. I think it is obvious why your results are not accepted.
You use sinh(x)
to calculate sec(x)
and cos(x)
to calculate cot(x)
.
You're confusing mathematical functions. That's not a Lua programming problem.
I suggest you spend a few hours on researching trigonometric functions.
https://en.wikipedia.org/wiki/Trigonometric_functions
Such values are calcuated using the correct formula or function. Not by using any function of the math library that has a similar name.
cosh is deprecated since Lua 5.3 btw.
You can use math.tan to calculate the tangens of your angle.
For secant, cosecant and cotangens you'll have to implement your own functions.
Also note that the number of decimals might cause issue in result validation. Make sure it is ok to round to 1 decimal.
Example:
There is no function to calculate the cotangent of an angle. So we define one.
function cot(radAngle)
return 1 / math.tan(radAngle)
end
local radAngle = math.rad(30)
print("tan(30°):", math.tan(radAngle))
print("cot(30°):", cot(math.rad(30)))
->
tan(30°): 0.57735026918963
cot(30°): 1.7320508075689
The technical post webpages of this site follow the CC BY-SA 4.0 protocol. If you need to reprint, please indicate the site URL or the original address.Any question please contact:yoyou2525@163.com.