How is the value of H 3?
Approach for 14.2 please.
I will admit to solving questions when it comes using the approach but do not understand why it happens. Can anyone explain why if all the coefficients of a polynomial are positive, then degree of polynomial has to be less than 4?
@gsm2780 @summi_arora @DreamerIIMC or anyone else kind enough to share insights. Every input is appreciated.
Q). When different buttons are pressed, a robot may move forward by 1 cm, 3 cm, 5 cm. If buttons are pressed six times, how many different distance a robot may move?
Again, neither a doubt nor a difficut question. Just that the underlying logic is amazing.
Find the minimum value of f(x) = (6/x) + x^2.
The circles are tangent to one another and each circle is tangent to the sides of the right triangle ABC with right angle ABC. If the larger circle has a radius 12 and smaller circle has a radius 3, then find the area of triangle ABC?
Help!!.Can't understand question 11 (a)
Dany has 11 different colors of fingernail polish. Find the number of ways she can paint the five fingernails on her left hand by using at least three colors such that no two consecutive finger nails have same color.
The circumference of a circle contains 16 equally spaced points. If 3 points out of these 16 points are selected randomly, the probability that the 3 points will form the vertices of an obtuse angled triangle is
@gsm2780 @TanujA3 @summi_arora
Can someone please explain me in detail how to solve these kind of questions?
If not then someone has any youtube video link or something explaining maxima minima in detail.
A double decked bus can accommodate 110 passengers, 50 in the upper deck and 60 in the lower deck. In how many can the passengers be accommodated if 15 refuse to be in the upper deck while 10 others refuse to be in the lower deck? The ans given is (85!/40!×45!). Why can't it be (85!×50!×60!/40!×45!)? @gsm2780 @summi_arora
P1,P2,.....,Pn are 'n' points, where n is even, on the circumference of a circle. The minimum number of triangles which can be formed, each of whose vertices are among P1, P2,....,Pn and the centre of the circle is 80. Find 'n'.
What is the reliable method to solve q 11 &12 ?
Q). Sara, Kyna, Riddhi can complete the work W1, W2, W3 alone in 6, 9 and 15 days respectively. If (Kyna, Riddhi), (Riddhi, Sara) and (Sara, Kyna) can do the work W1, W2, W3 respectively in n days each, then find the range of n.
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Can anyone tell me a good resource from where I can learn about installments and clocks concept?
In how many ways can a committee of 5 consisting of 3 men and 2 women be formed from 7 men and 6 women, if a particular man A and a particular woman B never serve together in the committee? The ans given is 360, but I am getting 450. Please explain.
Guys,, images are not loading in this app.. I tried re-installing it.. Is anyone facing the similar problem??
Welingkar MMS Placement Stats.