If f(x) = max(sinx, cosx) Vx e R. Then sum ofmaximum and minimum values of f(x) is M then find 1/(M+1/(sqrt(2)))
If f(x) = max(sinx, cosx) Vx e R. Then sum ofmaximum and minimum values of f(x) is M then find 1M+1√2 View Solution If f(x+y)=f(x)f(y)and∞∑x=1f(x)=2,x,y∈N, where N is the set of all natural numbers , then the value of f(4)f(2) is : View Solution ...
leadingbymassivephotoninaconductor.Previousresultin Ref.[1]canbeseenasaspecialcaseofthetheoreticalchoiceofLorentzgauge.Wefindthat thereexistsamasslessscalarfieldinthisgaugeinvarianttheory,whichisinterpretedasGold— stonebosonfieldinquantum fieldtheoryandcanbetransformedintoalongitudinalcomponent ofgaugepotentia1.This...
(x) radians cosx,cosineofx cosh(x) radians coshx,hyperbolic cosineofx erf(x) any Erf(real(x)),errorfunctionofreal(x) erfc(x) any Erfc(real(x)),1.0-errorfunctionofreal(x) exp(x) any exponentialfunctionofx floor(x) any largestintegernotgreaterthanx(realpart) gamma(x) any Gamma(real(x...
To find the global maximum and minimum, we must be aware of the various formulas of derivatives. We will check the values of the function at the boundary points. Answer and Explanation:1 f(x)=x4−4x2+2 We will find the global maximum and m...
(b) On what intervals, y is concave up and concave down? (c) Find the inflection points of y.F(x)= 5sinx + 5cosx, 0\leq x\leq 2\pi A) Find the interval on which f is increasing and decreasing B) find the local minimum and maximum...
If f(x) = max(sinx, cosx) Vx e R. Then sum ofmaximum and minimum values of f(x) is M then find 1M+1√2 View Solution If f(x+y)=f(x)f(y)and∞∑x=1f(x)=2,x,y∈N, where N is the set of all natural numbers , then the value of f(4)f(2) is : View Solution ...