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Answer:
The width of the teacher's desk is 30 inches.
Step-by-step explanation:
Since both desks are similar, we can assume that those desks are similar rectangles.
Now, let's calculate the scaling factor (how many time bigger is the second one compared with the first one):
[tex]scaling =\frac{50}{30} =\frac{5}{3}\\[/tex]
Then we multiply the scaling factor by the student's desk width to obtain teacher's desk width:
[tex]width=\frac{5}{3}*18=30[/tex]
The width of teacher's desk is 30 inches.
Width of the teacher's desk is 30 inches.
Given that;
Dimension of students rectangular desk = 30 by 18 inches
Length of teacher rectangular desk = 50 inches
Find:
Width of the teacher's desk
Computation:
Given that both rectangle are similar
So,
Width of the teacher's desk = [50 / 30]18
Width of the teacher's desk = [5 / 3]18
Width of the teacher's desk = [5]6
Width of the teacher's desk = 30 inches
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