choose the correct alternative. 1. when 5 is subtracted from length and breadth of the rectangle , the perimeter. becomes 26 .what is the mathematical from of the statement . ( a .x-y =8b. x+y= 23. c. x+y =21. d. x+y = 8) About the author Ayla
Step-by-step explanation: Let the length of rectangle be x Let breadth of rectangle be y When 5 is subtracted from length and breadth of rectangle, x → x-5 y→ y-5 Formula of perimeter of rectangle : 2(Length+Breadth)2(Length+Breadth) So, Perimeter = 2(x-5+y-5)2(x−5+y−5) 26 = 2(x+y-10)26=2(x+y−10) \frac{26}{2} = 2(x+y-10) 2 26 =2(x+y−10) 13 = x+y-1013 = x+y−10 23 = x+y23=x+y Hence the mathematical form of the statement is 23 = x+y23=x+y Reply
[tex]\huge\mathcal\purple{Answer❣}[/tex] Let the length and breadth be x and y. According to the question, new length and breadth x-5 and y-5 respectively. Perimeter of rectangle = 26 2(x – 5 + y – 5) = 26 x + y – 10 = 13 x + y = 23 hope it helps… mark as brainliest Reply
Step-by-step explanation:
Let the length of rectangle be x
Let breadth of rectangle be y
When 5 is subtracted from length and breadth of rectangle,
x → x-5
y→ y-5
Formula of perimeter of rectangle : 2(Length+Breadth)2(Length+Breadth)
So, Perimeter = 2(x-5+y-5)2(x−5+y−5)
26 = 2(x+y-10)26=2(x+y−10)
\frac{26}{2} = 2(x+y-10)
2
26
=2(x+y−10)
13 = x+y-1013 = x+y−10
23 = x+y23=x+y
Hence the mathematical form of the statement is 23 = x+y23=x+y
[tex]\huge\mathcal\purple{Answer❣}[/tex]
Let the length and breadth be x and y.
According to the question, new length and breadth x-5 and y-5 respectively.
Perimeter of rectangle = 26
2(x – 5 + y – 5) = 26
x + y – 10 = 13
x + y = 23
hope it helps…
mark as brainliest