Let the larger side be 4x and and the shorter side be x:
2(4x+x) = 150
8x+2x = 150
10x = 150
x = 15
Therefore the length of the shorter side is 15 units.
Yes, the perimeter of a rectangle can be larger than its area. For example, consider a rectangle with dimensions 1 unit by 1 unit, which has a perimeter of 4 units and an area of 1 square unit. As the rectangle's dimensions change, especially when one dimension is much larger than the other, the perimeter can exceed the area even more significantly.
No. The sum of the two shorter sides must exceed the third side.
No, it is impossible to draw any triangle with those side lengths:For a triangle to exist the sum of the shorter sides must exceed (ie be greater than) the longest sides.The sum of the shorter sides is 4 in + 10 in = 14 in which is the same as the longest side; thus those sides cannot form any triangle.
No. The absolute value of the sin function cannot exceed 1.
The absolute value of the sine function cannot exceed 1 and so sin(a) = 312 is not possible.
Yes, the perimeter of a rectangle can be larger than its area. For example, consider a rectangle with dimensions 1 unit by 1 unit, which has a perimeter of 4 units and an area of 1 square unit. As the rectangle's dimensions change, especially when one dimension is much larger than the other, the perimeter can exceed the area even more significantly.
Any whose wavelength does not exceed 379 nm.
It is possible that your servers would be slowed if you exceed the RAM on your machine.
A soccer field must be longer than it is wide.
NO!!! The sum of the two shorter sides MUST exceed the longest side. 1 + 2 = 3 ; 3 So the sum does not satisfy the criteria.
No. The sum of the two shorter sides must exceed the third side.
Yes, it is possible for the coefficient of static friction to exceed 1. This means that the force required to overcome static friction is greater than the force pressing the surfaces together.
One aim is to be able to fulfill their customers needs and exceed them if possible.
Yes, it is possible for the coefficient of kinetic friction to exceed a value of 1. This means that the force required to overcome the friction and move an object is greater than the force pressing the object against the surface.
No, it is impossible to draw any triangle with those side lengths:For a triangle to exist the sum of the shorter sides must exceed (ie be greater than) the longest sides.The sum of the shorter sides is 4 in + 10 in = 14 in which is the same as the longest side; thus those sides cannot form any triangle.
No. The absolute value of the sin function cannot exceed 1.
Yes, it is possible for the coefficient of friction to exceed 1 in a given scenario. This can happen when the force required to move an object is greater than the force pressing the object against the surface, resulting in a coefficient of friction greater than 1.