The ratio of the change in dimension at right angles to the applied force to the initial dimension is known as Lateral strain.
Here,
We have to find, The ratio of the change in dimension at right angles to the applied force to the initial dimension .
What is Lateral strain?
Whenever the bar is subjected to the axial load ,there will be decrease in the dimensions of the bar in the perpendicular direction of loading. Therefore lateral strain is defined as ratio of decrease in the length of the bar in the perpendicular direction of applied load to that of the original length (gauge length).
⇒ e = dB/B or dD/D
where, e= lateral strain
Now,
The ratio of the change in dimension at right angles to the applied force to the initial dimension is known as Lateral strain.
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I don’t know can you explain more
Answer:
a) x=15
Step-by-step explanation:
as they are parallel,
10/16 = x/24
x = 10/16 × 24
x = 15
Answer:
1) 
, 2) The value of 
is 3, 3) The perimeter and the area of the rectangule are 18 feet and 18 square feet, respectively.
Step-by-step explanation:
Let be a rectangle with a length of 
feet and a width of 3 feet. The area (
), measured in square feet, and perimeter (
), measured in feet, formulas are, respectively:
(Eq. 1)
(Eq. 2)
1) Now, we assume that 
, then we reduce the system of linear equation into a sole linear equation:
(Eq. 3)
2) We proceed to solve for :
The value of is 3.
3) Lastly, we obtain the values of the perimeter and area:
The perimeter and the area of the rectangule are 18 feet and 18 square feet, respectively.
