a weiner dog a mutt deformed or long
an elephant it is longer length-wise than height-wise
the typical height of a snake is 34 inches but it can rise to 98 inches tall
Frogs are generally measured in length rather than height. The largest frog is the Goliath frog which can grow up to 33cm in length. It depends on the height and width.
The length of the third side could be between 7 feet and 23 feet due to the triangle inequality theorem, which states that the sum of the lengths of any two sides of a triangle must be greater than the length of the third side.
In real number terms, -4.8 is 'greater than' -26.4. But in absolute value, -26.4 is greater than -4.8. Math is a hoot, don't you think?
Of course the length is greater than the height. Take the example of a right angled triangle where the hypotenuse is always greater than the other two arms.
Base = 8, Height = 15
The PSP is about the same height, shorter length, and greater depth.
Length + Width + Height must not be greater than 156 cm
smoke curtain
it is due to the fact that the length of an inclined plane(effect arm) is greater than its vertical height(load arm).
De is the length of the plane. Dr is the height of the plane. So it is impossible to make the length of the plane smaller than the height of the plane. This is why De is always greater than Dr.
The slant height of a regular square pyramid is the distance from the apex to the midpoint of a base edge, forming a right triangle with half the base edge and the vertical height of the pyramid. Since the slant height is the hypotenuse of this triangle, it must be greater than either leg due to the Pythagorean theorem. Therefore, the slant height must be greater than the base edge length, ensuring that the apex is above the base.
When using an inclined plane, the effort distance (de) is greater than the resistance distance (dr). This is because the inclined plane allows you to apply an input force over a longer distance (de) to move a load up the inclined surface, making it easier to overcome the resistance force.
Yes, the height of a ramp can be greater than its length. This occurs when the ramp is steep enough that the vertical rise exceeds the horizontal distance it covers. In such cases, the ramp effectively forms a triangle where the height (vertical side) is longer than the base (horizontal side), resulting in a very steep incline. However, practical considerations like stability and usability often limit how steep a ramp can be.
With a straight edge and making sure that its length is greater than its perpendicular height and that opposite sides are parallel to each other.
Length- Height-