Please mathematician in the house help me out with this question.

T = 2pie*square root of h^2 + k^2/ gh....make h subject of the formula
thanks

h=2pie k/gt-2pie

H= (2pie + 2piek)/Tg

This ans is based on the equation T=(2pie*squareroot h^2 + k^2)/gh

Default01: h=2pie k/gt-2pie

u forgot the square root its T = 2pie *(times) the square root of
h^2 + k^2 / (over) gh. Expecting more answers and if possible show working

Default01: h=2pie k/gt-2pie

mrkels: H= (2pie + 2piek)/Tg

This ans is based on the equation T=(2pie*squareroot h^2 + k^2)/gh

bros i think u should revise ur ans, try and find T weda u wud get back to the original question, u seems to b ignoring the square roots

 A̶̲̥̅♏ not a mathematician but an engineer .going by your equations as long as the squareroot covers the entity and all entity aя̩̥̊ε̲̣̣̣̥ divide by gh. Then d answer I̶̲̥̅̊s̶̲̥̅̊ simply h=± gt^2 square root [g^2•t^4-64pie^2•k^2]\8pie  simply used the almighty formula to arrive at d answer, since its a simple quadratic equation

travelxpat:  A̶̲̥̅♏ not a mathematician but an engineer .going by your equations as long as the squareroot covers the entity and all entity aя̩̥̊ε̲̣̣̣̥ divide by gh. Then d answer I̶̲̥̅̊s̶̲̥̅̊ simply h=± gt^2 square root [g^2•t^4-64pie^2•k^2]\8pie  simply used the almighty formula to arrive at d answer, since its a simple quadratic equation

boss thank u very much, i would try it out

U̶̲̥̅̊ r welcome my guy,have a blessed day