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Please post a detailed explanatory solution to the following. *Image* Thanks ...
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Is it possible to find a continuous function defined over all real numbers such that its graph intersects any non-vertical line in infinitely many points? ...
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Is it possible to find a continuous function defined over all real numbers such that its graph intersects any non-vertical line in infinitely many points? ...
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The other day i was solving a logical reasoning problem. One of the statement of the problem read as follows: "Consider a two digit INTEEGER x such that the sum of digits is 3" Confusion: We can have x of ±AB form where A an ...
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The other day i was solving a logical reasoning problem. One of the statement of the problem read as follows: "Consider a two digit INTEEGER x such that the sum of digits is 3" Confusion: We can have x of ±AB form where A an ...
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is there any good short book for physical chemistry to claer my fundamentals. ...
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This is a confusion... \lim_{x\rightarrow 0}\left[\frac{5sinx}{x} \right] = ? \left[. \right] \; is \; gif my vote is 5 . opponent is 4 . what's your vote ? (also explain) ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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There are n children on a merry-go-round. They' decide to change places so that somebody else is in front of each one. In how many ways can they achieve this? ...
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If in an AP,the sum of m terms is equal to sum of next n terms as well as sum of next p terms,then prove: (m+n){(1/m) -(1/p)}=(m+p){(1/m)-(1/n)} My attempt: from given information we can say that 2m{2a+(m-1)d}=(m+n){2a+(m+n-1 ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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If in an AP,the sum of m terms is equal to sum of next n terms as well as sum of next p terms,then prove: (m+n){(1/m) -(1/p)}=(m+p){(1/m)-(1/n)} My attempt: from given information we can say that 2m{2a+(m-1)d}=(m+n){2a+(m+n-1 ...
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x+y+z=pi (angles of a triangle) show that sin x + sin y + sin z >= 3 3 /2 Solution \frac{\sin x+\sin y+\sin z}{3}\ge(sin x\times\sin y\times\sin z)^{1/3} (AM GM Inequality) Equality holds when all terms are equal.... So si ...
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If in an AP,the sum of m terms is equal to sum of next n terms as well as sum of next p terms,then prove: (m+n){(1/m) -(1/p)}=(m+p){(1/m)-(1/n)} My attempt: from given information we can say that 2m{2a+(m-1)d}=(m+n){2a+(m+n-1 ...
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I n how many ways is it possible to arrange 2n persons of different height in two ranks of n persons each so that in each rank they stand according to height and, besides, so that each man in the first rank is taller than the ...
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There are n children on a merry-go-round. They' decide to change places so that somebody else is in front of each one. In how many ways can they achieve this? ...
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Some beginner will also be able to answer I guess.. So anyone with the answer please help: What will be the difference if I write: #include <iostream> using namespace std; int main() Or, #include <iostream> int ma ...
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(From Brahmagupta, 7th century A.D.) A girl was carrying a basket of eggs, and a man driving a horse hit the basket and broke all the eggs. Wishing to pay for the damage, he asked the girl how many eggs there were. The girl s ...
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(From Brahmagupta, 7th century A.D.) A girl was carrying a basket of eggs, and a man driving a horse hit the basket and broke all the eggs. Wishing to pay for the damage, he asked the girl how many eggs there were. The girl s ...
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A particle moves along the curve y=x2/2. Here x varies with time as x=t2/2.Where x and y are measured in metres and t in second. At t=2s the velocity of the particle is: (a)2 i - 4 j b) 2i + 4 j c) 4i +2j d) 4i - 2j ...
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Can anyone and every one post some JEE level problems on BINOMIAL theorom. Thnks! ...
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doubt-1: *Image* doubt-2: *Image* in this second doubt i can't understand how we came up with the condition to be satisfied for one root to be sqaure of other? ...
