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Physics-

General

Easy

Question

For the three vectors the magnitude of $stack D with minus on top equals stack A with minus on top minus stack B with minus on top minus stack C with minus on top$ and its direction are

25, 45°, below + ve, x axis
13, 57° above + ve, x axis
5, 53°, below + ve, x axis
36,45 above + ve, x axis

The correct answer is: 36,45 above + ve, x axis

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A person moving on a motor cycle in a ground takes a turn through 60° on his left after every 50 m. Then find the magnitude of displacement suffered by him after 9^th turn

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If ' O ' is at equilibrium then the values of the tension $T subscript 1 end subscript$ and $T subscript 2 end subscript$ are x, y, if 20 N is vertically down. Then x, y are

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parallel

Figure shows three vectors $stack a with rightwards arrow on top comma stack b with rightwards arrow on top$ and $stack c with rightwards arrow on top$ , where R is the midpoint of PQ. Then which of the following relations is correct?

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In a Rhombus PQRS; QRS = x° then P = ?

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In an Isosceles Trapezium PQRS, PR = (5x + 2) and QS = (8x-7 cm - ) then find the length of PR.

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parallel

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In $triangle A B C$ If $stack A P with bar on top$ bisects $angle A B comma stack B P with bar on top$ bisects ÐABC $stack A P with bar on top equals square root of 3 comma stack B P with bar on top equals square root of 3$ and CP = 3 then find Area of DABC.

insufficient data/incorrect question

In $triangle A B C$ If $stack A P with bar on top$ bisects $angle A B comma stack B P with bar on top$ bisects ÐABC $stack A P with bar on top equals square root of 3 comma stack B P with bar on top equals square root of 3$ and CP = 3 then find Area of DABC.

insufficient data/incorrect question

The three s ides of $triangle A B C$ are extended as shown so that $B D equals fraction numerator 1 over denominator 2 end fraction A B comma C E equals fraction numerator 1 over denominator 2 end fraction B C$ and $A F equals fraction numerator 1 over denominator 2 end fraction C A$ Find the ratio of the area of $capital delta D E F$ to that of $triangle A B C.$

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in $triangle A B C text , end text$ BC = 13, CA=14, AB=15. If D is a point on $stack A C with bar on top$ such that $stack B D with bar on top perpendicular stack A C with bar on top$ then length of $stack B D with bar on top.$

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parallel

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parallel

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