if m^p=n^r=a^q and n^4=ma, then prove that 4/r=1/p+1/q
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The given points are P(2,-1), Q(3,4), R(-2,3) and S(-3,-2).We have
PQ=(3−2)2+(4+1)2=12+52=26units
QR=(−2−3)2+(3−4)2=25+1=26units
RS=(−3+2)2+(−2−3)2=1+25=26units
SP=(−3−2)2+(−2−3)2=26units
PR=(−2−2)2+(3+1)2=16+16=42
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