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Ans 1:
Class : Class 7
As the length of side of square is 8 cm ,so it's area will be 8×8cm which is equal to 64 sq. cm.Now ,to find the area of triangle,i.e. the unshaded area ,we have to apply the formula of (1\2×base×height).Now the base is equal to the length of the side of square I.e. 8cm and the height is 3cm.Now the area of triangle is (1\2×8×3)cm =12cm.Now we have to subtract the unshaded area from the area of whole square I.e. 64 sq.cm-12 sq.cm =52sq.cm.So the answer is option B.
Ans 2:
Class : Class 7
As the length of side of square is 8 cm ,so it's area will be 8×8cm which is equal to 64 sq. cm.Now ,to find the area of triangle,i.e. the unshaded area ,we have to apply the formula of (1\2×base×height).Now the base is equal to the length of the side of square I.e. 8cm and the height is 3cm.Now the area of triangle is (1\2×8×3)cm =12cm.Now we have to subtract the unshaded area from the area of whole square I.e. 64 sq.cm-12 sq.cm =52sq.cm.So the answer is option B.
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Ans 2:
Class : Class 9
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Class : Class 9
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Class : Class 10
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Class : Class 10
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Ans 4:
Class : Class 9
The answer is (B)
Using Unitary Method-
Angle for 15,000 rupees= 360 degrees
Angle for x rupees=60 degrees
If money spent increases, degree of angle used increases, Therefore it is direct variation-
x/1500=60/360
x=1/6 x 15,000
x= 2500 rupees