A farmer has a rectangular field which measures 150 m by 200 m. He hopes the yield
will be 35 quintals per hectare if he sows a variety of vegetables and sells them in the
market at 65 per quintal. What will be his expected income? [ Ans = ₹6825 ] I need the proper explanation please .
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Answered by
4
Answer:
As per the reminder theory for any
polynomial equation
p(x)=g(x).q(x)+r(x)→(i)
where p(x),g(x)= polynomials
q(x)= quotient
r(x)= reminder
Assuming r(x)=Ax+B
here p(x)=x
100
,g(x)=x
2
−3x+2
Simplifying g(x)
g(x)=x
2
−3x+2
=x
2
−2x−x+2
=(x−2)(x−1)
Substituting in eq
n
(i)
p(x)=(x−2)(x−1).q(x)+Ax+B
taking (x)=1
p(1)=(1−2)(1−1).q(1)+A(1)+B
1
100
=0+A+B
A+B=1→(i)
taking x=2
p(2)=(2−2)(2−1).q(x)+A(2)+B
2
100
=0+2A+B
2A+B=2
100
→(ii)
from eq
n
(i) B=1−A putting it in eq
n
(i)
2A+1−A=2
100
A=2
100
−1
now B=1−2
100
+1=2−2
100
∴B(2−2
100
)
∴ Reminder =Ax+B
=(2
100
−1)−x+(2−2
100
)
Step-by-step explanation:
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Answered by
0
Step-by-step explanation:
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