To draw all possible distinct area models for 49, you can represent it as a rectangle where one side is the factor and the other side corresponds to the quotient. The factors of 49 are 1, 7, and 49, leading to three distinct area models: a 1 by 49 rectangle, a 7 by 7 square, and a 49 by 1 rectangle. Each model visually demonstrates the multiplication of these factor pairs to show that they equal 49. You can draw these rectangles with appropriate dimensions to illustrate the different area representations.
If we restrict ourselves to whole numbers, then 1 x 14 will have the least possible area.
No.
Draw an X.
no
yes
Yes.
Yes, draw a 2 x 7 rectangle.
The task, as described, is extremely difficult since there may be area models for more than two factors at a time. However, taking only rectangular areas and so only 2 factors at a time: Find the smallest factor of 120 = B1. Let L1 = 120/B1. Draw a rectangle with length = L1 units and breadth = B1 units. Find the next larger factor of 120, B2. Let L2 = 120/B2. If L2 ≤ B2 then stop. Otherwise draw a rectangle with length = L2 units and breadth = B2 units. Do the next smallest factor, and so on.
If we restrict ourselves to whole numbers, then 1 x 14 will have the least possible area.
Chunks
No, it is not possible to challenge a Draw 4 card in Uno.
Yes, draw a rhombus.
No, it is not possible.
It is possible.
Radii are always positive. No, it is not possible to draw a circle with negative radius.
Far as I know, there is no specific terminology...they are simply fashion sketches and can be referred to as models.
Assuming no fractional dimensions, least possible area would be a rectangle measuring 1cm x 9cm. Area increases to a maximum of 25 sq cm when shape is square, ie 5cm x 5cm.