Angle of dip and angle of declination at some place are 60 o and 30 o respectively.Horizontal component of earth's magnetic field at that place is 0.2 × 10 − 4 T. Calculate the value of horizontal and vertical components of earth's magnetic field on geographic meridian.

Consider a simple pendulum of length 1 m. Its bob performs a circular motion in horizontal plane with its string making an angle 60 o with the vertical. The centripetal acceleration experienced by the bob is

At a place horizontal and vertical components of earth magnetic fields are as follows Bh =3G5^°west to North Bv =1G vertically upward Then , angle of inclination and declination are respectively 1 60^° , 5^° W 2 30^° , 5^° W 3 30^° , 5^° E 4 60 ,5^° E

It is given in the problem that at a certain place, horizontal component is equal to the vertical component. Put H = V in the above expression. δ = t a n − 1 V H

Click here👆to get an answer to your question ️ The horizontal and vertical components of the initial velocity of a projectile are 10 m/s and 20 m/s respectively. The horizontal range of projectile will be [ g = m/s^2 ]

A model airplane of mass $$0.750 kg$$ flies with a speed of $$35.0 m/s$$ in a horizontal circle at the end of a $$60.0m$$ long control wire as shown in above figure (a).

the value of u. After passing through its highest point the stone strikes a vertical wall at a point 4 m above the ground. (b) Find the horizontal distance between O and the wall. At the instant, when the stone hits the wall, the horizontal component of the stone’s velocity is halved in magnitude and reversed in direction. The vertical

A stone is thrown up with a velocity → u which makes an angle ′ θ ′ with the horizontal (a) What are the magnitudes of horizontal and vertical components of velocity. (b) How do the components change with time ? (c) Aller ′ t ′ seconds what will be the …

The horizontal range of a projectile is R and the maximum height attained is H. A strong wind now begins to blow in the direction of motion of projectile giving it a horizontal acceleration equal to g 2. Under the same condition of projectile the horizontal range of projectile will be

In Figure, one end of a uniform beam of weight $$222$$ N is hinged to a wall; the other end is supported by a wire that makes angles $$\theta =30.0^\circ$$ with both walls and beam. Find (a) the tension in the wire and the (b) horizontal and (c) …