the side of this rectangle are marked off in centimeters.if the rectangle is enlarged proportionally so that the longer side is 45 cm how long will the shorter side be ?
In a rectangle, the major axis is the longer of the two perpendicular lines that intersect at the center of the rectangle. It is also known as the length of the rectangle. The minor axis is the shorter of the two perpendicular lines, also intersecting at the center, and is referred to as the width of the rectangle. These axes are important in determining the dimensions and properties of a rectangle, such as its area and perimeter.
A diagonal cannot be a side of a rectangle, and a side cannot be a diagonal.
A trapezium is a rectangle with its top line shorter then the bottom one.
A parallelogram looks like a squashed over rectangle.
The width of a rectangle is the length of the shorter side.
the side of this rectangle are marked off in centimeters.if the rectangle is enlarged proportionally so that the longer side is 45 cm how long will the shorter side be ?
The side of this rectangle are marked off in centimeters . if the rectangle is enlarged proportionally so that the longer side is 45 cm how long will the shorter side be?
a rectangle had a perimeter of 48 and the longest side is 15 find the lenght of a shorter side
Either of the longer and shorter sides, but the length is usually the longer side and width is usually the shorter side.
In a rectangle,the longest side(bottom) is always the length.The width is always the shorter one.
14 to 5
parallel rectangle
It is the same as for a rectangle, the length of the shorter side x the length of the longer side
The ratio of the shorter side of the rectangle to the longer side is the same as the ratio of the longer side to the sum of the two sides. And that ratio is the Golden section.
phi is incorperated into the golden rectangle, because if you divide the longer side of the golden rectangle by the shorter sid, the answer will be phi.(1.168...)
A rectangle is a rectangle no matter which direction it "faces" (whatever that means).