The sum of two number is equal to 27 and their product is equal to 182.what are the two numbers?
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let no. be x and y..
according to question...
x+y=27.... eq.1
and. xy=182 .... eq.2
from eq 2nd.. x= 182/y
putting this value in eq 1
182/y + y = 27
182+y(sq)=27y
y(sq) -27y +182=0
y(sq) -13y -14y +182=0
y(y-13) -14(y-13)=0
from this equation
y=13 or y=14..
hence the two no. are 13 and 14..
i hope it will help u . if u satisfied mark as barainlist.
according to question...
x+y=27.... eq.1
and. xy=182 .... eq.2
from eq 2nd.. x= 182/y
putting this value in eq 1
182/y + y = 27
182+y(sq)=27y
y(sq) -27y +182=0
y(sq) -13y -14y +182=0
y(y-13) -14(y-13)=0
from this equation
y=13 or y=14..
hence the two no. are 13 and 14..
i hope it will help u . if u satisfied mark as barainlist.
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