Answer:
4 inches.
Step-by-step explanation:
The height of a rectangle is reduced by Shawna to a size of 2 inches.
The original width of the rectangle was 24 inches and the height was 12 inches.
If the ratio of width to height remains the same, then we can find the new width.
If the new width is x inches then, we can write
[tex]\frac{x}{2} = \frac{24}{12}[/tex]
⇒ x = 4 inches. (Answer)
Answer:
The new width of the rectangle is 144 inches.
Explanation:
Given:
Original height of the rectangle= 24 inch
Original width of the rectangle= 24 inch
Shawna reduced the height by = 2 inch
To find:
New width of the rectangle=?
Solution:
We know that, even if dimensions change but the area remains constant.
Then, old length x old width = new length x new width
12 inches x 24 inches = 2 inches x new width
12 x 24 = 2 x new width
12 x 12 = new width
new width = 144 inch
Hence, the new width of the rectangle is 144 inches.
