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The price of a share at the beginning of trading was $633. At the clos..
The price of a share at the beginning of trading was $633. At the close of trading, the price of the same share was $493. By how much did the price go down at the end of the day? => $115 or $140 or $190 or $215..
Gravitational Potential Energy Near the Surface of Earth
As we go higher above the surface of the Earth, the value of acceleration due to gravity decreases. But for those heights which are very small when compared to the radius of the Earth, g (and hence mg) can be assumed to be constan..
It is easier to open the door by applying force near the outer edge away from the hinges.
When we apply the force the door turns on its hinges. Thus a turning effect is produced when we try to open the door. Have you ever tried to do so by applying the force near the hinge? In the first case, we are able to open the door with ease. In the second case, we have to apply much mo..
A furniture dealer trades in two items, tables and chairs. He invest..
A furniture dealer trades in two items, tables and chairs. He invests $60,000 in buying tables and chairs. He has a storage capacity for 600 pieces. A table costs him $120 and a chair $40. He can sell a table for a profit of $10 and a chair for a profit of $6. How should he invest his mon..
Earth is not a perfect sphere, but nearly so, with the approximate sur..
Earth is not a perfect sphere, but nearly so, with the approximate surface area 510926783 km 2 . Find the earth's diameter approximately. (Use π = 3.14) => 7198 km or 12756 km or 6378 km or 3189 km..
Write the Taylor's formula for f(x) = ex of order 4 near x = 0.
Write the Taylor's formula for f ( x ) = e x of order 4 near x = 0. => II or I or V or III or IV..
Write the Taylor's formula for f(x) = x3 + 1 of order 3 near x = 1.
Write the Taylor's formula for f ( x ) = x 3 + 1 of order 3 near x = 1. => I or III or II or IV or V..
Which of the following is the linear approximation to the function f(x..
Which of the following is the linear approximation to the function f ( x ) = 2 x + 3 near the point a = 1? => 2 x + 3 or 5 x + 5 or 2 x + 7 or 5 x - 5 or - 2 x + 7..
Find the Lagrange Remainder for f(x) = 2x4 of order 2 near x = 1.
Find the Lagrange Remainder for f ( x ) = 2 x 4 of order 2 near x = 1. => 8 t ( x - 1) 3 , where t is between 1 and x or 48 ( x - 1) 3 or 16 t ( x - 1) 3 , where t is between 1 and x or 8 ( x - 1) 3 or 48 t ( x - 1) 3 , where t is between 1 and x..
Find the Lagrange remainder for f(x) = 1x of order 3 near x = 1.
Find the Lagrange remainder for f ( x ) = 1 x of order 3 near x = 1. => 35 128 t - 9 2 ( x - 1) 4 , t lies between 1 and x or 35 t - 9 2 ( x - 1) 4 , t lies betwee..
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