1. | Area of sector | (A) | \[\frac{1}{2}\times \pi {{r}^{2}}\] |
2. | Perimeter of sector | (B) | \[\frac{\theta }{360{}^\circ }\times \pi {{r}^{2}}\] |
3. | Area of major segment | (C) | Area of circle-area of minor segment |
4. | Perimeter of minor segment | (D) | \[2r+length\,\,of\,arc\] |
(E) | length of arc + length of corresponding chord. |
A) 1\[\to \]B, 2\[\to \]C, 3\[\to \]D, 4\[\to \]E
B) 1\[\to \]B, 2\[\to \]D, 3\[\to \]C, 4\[\to \]E
C) 1\[\to \]A, 2\[\to \]C, 3\[\to \]D, 4\[\to \]E
D) 1\[\to \]B, 2\[\to \]C, 3\[\to \]D, 4\[\to \]E
Correct Answer: C
Solution :
[c] \[1\to A,2\to C,3\to D,4\to E\] (Formulae)You need to login to perform this action.
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