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Answers
Hello...!!
Your Answer..!!
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Take the area of rectangle in the form of A,B where,
length= A & breadth= B
according to question,
(A-5)(B+3) = AB-9 ----- ¡
(Given in question )
(x+3)(y+2) = xy + 67----- ¡¡
(Given in question )
If we solve 2 equations,we get
AB+3A-5B-15 = AB - 9
→ 3A-5B= 6 ------ (¡¡¡)
→ AB+2A+3B+6 = AB + 67
→ 2A + 3B =61---- (iv)
→ 6A-10B = 12----(v)
→ 6A+9B=183----(vi)
subtract equation (vi) from (v),
subtract equation (vi) from (v),We get,
-19B= -171
→ B=9
Substitute the value of B=9 in equation ( vi ).
Substitute the value of B=9 in equation ( vi ).We get.
6A + 9×9 = 183.
6A + 81=183
6A = 183-81
→ 6A= 102
(6A+9B=183 where B=9 is substituted in this equation)
So, A=17
Therefore,the dimensions of the rectangle are:
Length(A) = 17 units
Length(A) = 17 unitsBreadth(B) = 9 units
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May be it helps you!!
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