A rod PQ of length 2a slides with its end on the

Question

A rod PQ of length 2a slides with its end on the axes then locous of circumcenter of triangle OPQ is ?

Vikas TU · Accepted Answer

Given that A pole PQ of length 2a slides with its end on the tomahawks. Subsequently the pole dependably makes right calculated triangle with right point at inception. Let the finishes of bars ne (x,0) and (0,y) anytime of time. We realize that circumcenter of a privilege calculated triangle is the midpoint of hypotenuse. Subsequently midpoint of hypotenuse will be ( (x+0)/2 , (0+y)/2 ) = (x/2 , y/2) By utilizing pythogorous hypothesis X^2 + y^2 = 4a^2 (x/2)^2 + (y/2)^2 = a^2 Subsequently the locus of circumcenter of triangle OPQ is a circle

Vectors> A rod PQ of length 2a slides with its end...

A rod PQ of length 2a slides with its end on the axes then locous of circumcenter of triangle OPQ is ?

Ishika Luthra , 7 Years ago

Vikas TU

Provide a better Answer & Earn Cool Goodies

LIVE ONLINE CLASSES

Ask a Doubt

A body is rotating with an angular velocity of 2radians per second about the line joining (1, 2,3) and (2, 3,5) find the velocity of the particle of the body which is momentarily at (3, 5,6)

vectors

Show that: vectorPQ+vectorPR+ vectorPS +vectorTP+vectorUP = 4PQVector

vectors

Given that A×(B×C) = (A.C)B - ( A.B)C , deduce that (A×B)×C = (A.C)B - (B.C)A

vectors

the mean of 30 observations was 17 with sd2. later it was found that two of the observations were incorrect, which were recorded as 19vand 21.find the correct sd if the incorrect values are deleted and correct values 22 and 15 are included

vectors

Find the component of 2i +3j +k in the direction of 3i-j

vectors

Vectors> A rod PQ of length 2a slides with its end...

A rod PQ of length 2a slides with its end on the axes then locous of circumcenter of triangle OPQ is ?

Ishika Luthra , 7 Years ago

Vikas TU

Provide a better Answer & Earn Cool Goodies

LIVE ONLINE CLASSES

Ask a Doubt

Other Related Questions on vectors

A body is rotating with an angular velocity of 2radians per second about the line joining (1, 2,3) and (2, 3,5) find the velocity of the particle of the body which is momentarily at (3, 5,6)

vectors

Show that: vectorPQ+vectorPR+ vectorPS +vectorTP+vectorUP = 4PQVector

vectors

Given that A×(B×C) = (A.C)B - ( A.B)C , deduce that (A×B)×C = (A.C)B - (B.C)A

vectors

the mean of 30 observations was 17 with sd2. later it was found that two of the observations were incorrect, which were recorded as 19vand 21.find the correct sd if the incorrect values are deleted and correct values 22 and 15 are included

vectors

Find the component of 2i +3j +k in the direction of 3i-j

vectors