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Test Index
GMAT Quantitative Reasoning Practice Test 5
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© examsnet.com
Question : 59 of 100
Marks:
+1
,
-0
Note: Figure not drawn to scaie.
Geoff drew a design on an 8.5-inch-11-inch rectangular sheet of paper. The design included a parallelogram and 4 triangles formed by connecting the midpoints of adjacent edges of the paper, as shown in the figure above. Then, using a scale factor greater than 1, he scaled the parallelogram so that the longer diagonal of the scaled parallelogram was 44 feet. What is the area, in square feet, of the scaled parallelogram?
(Note: 1 foot
=
12
=12
=
12
inches)
187
374
748
968
1,496
Validate
Solution:
11
 
in
×
12
=
132
 
 in orÂ
 
11
 
ft
 
.Â
 
11\,\text{in} \times 12 = 132 \, \text{ in or } \, 11\,\text{ft} \, \text{. } \,
11
in
×
12
=
132
 in orÂ
11
ft
.Â
11
 
ft
×
4
=
44
 
ft
11\,\text{ft} \times 4 = 44\,\text{ft}
11
ft
×
4
=
44
ft
8.5
 
in
×
12
=
102
8.5\,\text{in} \times 12 = 102
8.5
in
×
12
=
102
in or
8.5
 
ft
8.5\,\text{ft}
8.5
ft
8.5
 
ft
×
4
=
34
 
ft
8.5\,\text{ft} \times 4 = 34\,\text{ft}
8.5
ft
×
4
=
34
ft
44
×
34
=
1496
44 \times 34 = 1496
44
×
34
=
1496
© examsnet.com
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