What is the ratio of colored region to uncolored region in the figure,..
What is the ratio of colored region to uncolored region in the figure, if AF = FE = BD = 2 ft? => 1 : 2 or 3 : 2 or 2 : 3 or 2 : 1..
Find the area of the colored region in the figure.
Find the area of the colored region in the figure. => 100 ft 2 or 80 ft 2 or 90 ft 2 or 110 ft 2..
What is the area of the colored region in the figure?
What is the area of the colored region in the figure? => 9.42 cm 2 or 3.2 cm 2 or 6.28 cm 2 or None of the above..
Find the area of the colored region of the figure.
Find the area of the colored region of the figure. => 2LH - 2Lh - 4 lh or 2 l H + 2Lh - 4 lh or l H - 4 h - 4 lh or None of the above..
Find the area of the colored region in the figure.
Find the area of the colored region in the figure. => 22 cm 2 or 20 cm 2 or 28 cm 2 or 26 cm 2..
Find the area of the colored region in the figure.
Find the area of the colored region in the figure. => 26 in. 2 or 20 in. 2 or 22 in. 2 or 24 in. 2..
ABCD is a parallelogram of area 52 square units. The two diagonals AC ..
ABCD is a parallelogram of area 52 square units. The two diagonals AC and BD intersect each other at point O. Find the area of the region colored red. => 39 square units or 19.5 square units or 13 square units or 78 square units..
BD = CD, AE = ED, AF = FC, CG = EG. Find the area of the region enclo..
BD = CD, AE = ED, AF = FC, CG = EG. Find the area of the region enclosed by ABDEGFA. Area of ΔCGF = 2 sq. cm. => 14 sq units or 24 sq units or 22 sq units or 28 sq units..
What is the area of the colored region in the figure? [Use π = 3.14..
What is the area of the colored region in the figure? [Use π = 3.14.] => 122.62 cm 2 or 54 cm 2 or 176.62 cm 2 or 117.62 cm 2..
Bill owns two triangular plots ABC, ADE with areas a ft2, b ft2 respec..
Bill owns two triangular plots ABC, ADE with areas a ft 2 , b ft 2 respectively. He wants to buy the triangular plots ABD, ACE as shown in the figure and he approached a bank for a loan. Bank accepted to give a loan of $1000 per square ..
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