Answer:
limitations on Newton's 2nd Law
here,only if the mass is constant. Since the mass changes as the speed approaches the speed of light, F=ma is seen to be strictly a non-relativistic relationship which applies to the acceleration of constant mass objects.
ok well go now
We have,
ABCD as the cyclic quadrilateral in which the diagonal AC and BD.
intersect each other at point P.
also, given that,
AB=8cm,
CD=5cm
Now,
In ΔDCA and ΔAPB,
We have
∠DCP=∠ABP
∠CDP=∠PAB
Hence,
ΔDPC∼ΔAPB (by A.A property)
According to the given question,
arΔAPBarΔDPC=(ABDC)2
⇒24arΔDPC=(85)2
⇒24arΔDPC=6425
⇒arΔDPV=6425×24
arΔDPC=9.375cm2
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Answer:
limitations on Newton's 2nd Law
here,only if the mass is constant. Since the mass changes as the speed approaches the speed of light, F=ma is seen to be strictly a non-relativistic relationship which applies to the acceleration of constant mass objects.
ok well go now
Answer:
We have,
ABCD as the cyclic quadrilateral in which the diagonal AC and BD.
intersect each other at point P.
also, given that,
AB=8cm,
CD=5cm
Now,
In ΔDCA and ΔAPB,
We have
∠DCP=∠ABP
∠CDP=∠PAB
Hence,
ΔDPC∼ΔAPB (by A.A property)
According to the given question,
arΔAPBarΔDPC=(ABDC)2
⇒24arΔDPC=(85)2
⇒24arΔDPC=6425
⇒arΔDPV=6425×24
arΔDPC=9.375cm2