1、取整數
向上取整數
ceil(_: Double) -> Double
向下取整數
floor(_: Double) -> Double
四舍五入取整數
round(_: Double) -> Double
直接去掉數字的小數部分
trunc(_: Double) -> Double
let floatNum = 3.1415926
print("ceil = \(ceil(floatNum))， floor = \(floor(floatNum)), round = \(round(floatNum))")
print("trunc\(trunc(-6.534))")
輸出：
ceil = 4.0， floor = 3.0, round = 3.0
trunc = 6.0
2、求絕對值
浮點數求絕對值
fabs(_: Double) -> Double
整數求絕對值
func abs<T>(_ x: T) -> T where T : Comparable, T : SignedNumeric
此函數可以根據T的類型，求對應的絕對值
let oneNum = -3.14
let oneInt = -4
print("fabs = \(fabs(oneNum)) abs = \(abs(oneInt))")
輸出：fabs = 3.14 abs = 4
3、指數與對數
求取自然數e的冪
exp(_ x: Double) -> Double
開平方
sqrt(_: Double) -> Double
求以e為底的對數
log(_ x: Double) -> Double
求以2為底的對數
log2(_ x: Double) -> Double
求以10為底的對數
log10(_ x: Double) -> Double
計算以x為底數的y次冪
pow(_: Double, _: Double) -> Double
let twoNum = 2.0
print("exp = \(exp(twoNum)), sqrt = \(sqrt(twoNum))\n log = \(log(twoNum)), log2 = \(log2(twoNum)), log10 = \(log10(twoNum)) \npow = \(pow(twoNum, 3))")
輸出：
exp = 7.38905609893065, sqrt = 1.4142135623730951
log = 0.6931471805599453 log2 = 1.0 log10 = 0.3010299956639812
pow = 8.0
