Show graphically the continuous of X-rays and labelling the axes and marking `lambda_("min")`

Production of continuous X-rays is caused by

Show that f(x)=|x| is continuous at x=0

An electron beam is acceleration by a potential difference V to hit a metallic target to produce X-rays. It produces continuous as well as characteristic X-rays. If lambda_(min) is the smallest possible wavelength of X-rays in the spectrum, the variation of log lambda_(min) with log v is correctly represented in

Draw a labelled graph showing variation of relative intensity of X-rays versus their wavelength lamda . Mark of lamda_(min) on the graph. (ii) State how the value of lamda_(min) can be varied.

X-ray are produced in an X-ray tube operating at a given accelerating voltage. The wavelength of the continuous X-ray has values from. (a) 0 to oo (b) lambda_(min) to oo, where lambda_(min) gt 0 (c ) 0 to lambda_(max), where lambda_(max) ltoo (d) lambda_(min) ot lambda_(max) , where 0ltlambda(min) lt lambda_(max) lt oo

An X-ray tube operated at 40 k V emits a continous X-ray spectrum with a short wavelength limit lambda_(min) = 0.310 Å . Calculate Plank's constant.

Show graphically, the variation of the de-Broglie wavelength lambda with the potential V through which an electron is accelerated from rest.

Show graphically the system of linear equations x + 2y = 3 and 4x + 3y = 2.

The continuous x - ray spectrum obtained from a Coolidge tube is of the form

Show that f(x) = sinx is continuous for all values of x.