any point on parabola k2kperpendicular distance
Any point on parabola, (k2,k)Perpendicular distance formula:D=(k-k2-1)/21/2Differentiating and putting =01-2k=0k=1/2Therefore the point is (1/4, 1/2)D=3/(321/2)
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lengththis is a 16 bit field that defines the total length of the user datagram header plus data this 16 bit can
why is geometrical isomers not possible in tetrahedral complexes having two different types of unidentate ligands solution tetrahedral complexes do
a 3 phase 400 voltline to line wye connected synchronous motor has xs 1 ohm per phase and a negligible armature resistance the field current is so
a 3 phase 60 hertz induction motor has 8 poles and operates with a slip of 05 for a certain load compute in rpm the aspeed of the rotor with
any point on parabola k2kperpendicular distance formuladk-k2-1212differentiating and putting 01-2k0k12therefore the point is 14
unions allow the same area of memory to be accessed as different data types the insurance example above would not workunions are useful often in
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step 1 using oracle create the tables identified in the preferred solution for assignment 2 technicians zipcode technicianid firstname lastname
the transaction object is responsible for reading the transaction file finding the relevant account in the array of customers and applying the
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