sin0 $^{0}$ . sin1 $^{0}$ ..................... sin90 $^{0}$ =

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tan0

^{0}

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csc90

^{0}

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cos90

^{0}

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Solution

The correct option is B 0
Given,

$sin 0 \cdot sin 1..................... \cdot sin 90$

Since,

$sin 0 = 0$

Hence the product is $0$

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s i n 90^{\circ} c o s 0^{\circ} + s i n 88^{\circ} c o s 2^{\circ} + s i n 86^{\circ} c o s 4^{\circ} + . . . . . . . . . . . . . . + s i n 2^{\circ} c o s 88^{\circ} + s i n 0^{\circ} c o s 90^{\circ}

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sin00 . sin10 ..................... sin900 =

The correct option is B 0Given,sin0⋅sin1.....................⋅sin90Since,sin0=0Hence the product is 0

sin0 $^{0}$ . sin1 $^{0}$ ..................... sin90 $^{0}$ =

The correct option is B 0
Given,

$sin 0 \cdot sin 1..................... \cdot sin 90$

Since,

$sin 0 = 0$

Hence the product is $0$