Answer:
The dimension of the farm are 35 by 25 meters
Area of farm = 750 sq. m
110 meters will be the perimeter
let one side be x
the other side will be 110-2x /2
Area = L * W
x((110-2x /2)=750
x(110-2x /2 ) =750
110x-2x^2/ 2 =750
110x-2x^2= 1500
2x^2-110x+1500=0
x^2-55x+750=0
x^2-30x-25x+750=0
x(x-30)-25(x-30)=0
(x-30)(X-25)=0
x= 30 OR 25
I really hope this helps you and sorry for the late response :)
To find the dimensions of the rectangular farm, you'd set up two equations based on the given area and perimeter, and solve them to find the values of the length and width.
To solve this problem, you need to use the concept of area and perimeter in mathematics. The area of a rectangle is given by the product of its length and width, and the perimeter is the sum of the lengths of all sides.
Given that the area of the farm is 750 m² and the total fencing used is 110 m, you can formulate 2 equations. If we let the width be w, and the length be l, we have:
We can solve these equations to find the values of w and l. From that, we'll get the dimensions of the rectangular farm.
#SPJ3
dividing 14.09 by 3 over 10
B.
dividing 14.09 by 2 over 10
C.
multiplying 14.09 by 100
D.
multiplying 14.09 by 1,000
plz help i need it now!!!!!
Answer:
x = 2
Step-by-step explanation:
2x = 4
x = 2
Answer: X = 2
Step-by-step explanation:
so first you find out what 2x equals to which is
2x = 4
then you solve for x and the answer is 2
x = 2