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Whether you should send your child to Kota for Coaching? Know the bitter truths behind Kota Coaching Classes. It will help you as a student or as a parent in deciding whether you are taking a right decision or not. Do not follow others blindly if they are sending their kids to Kota coaching centres without knowing the hard facts of the coaching industry. It will help you to save your child's life, money and future of your child. #KotaCoaching#KotacoachingFee#kotacoachingcentreRajasthan#Kotacoachingclasses#Kotacoachingindustry#Kotacoachingnews#kotacoachinginstitutelist#kotacoachingfeeswithhostel#Kotacoaching#KotaJEEcoacing#KotaJEECoachingFEES#KotaJEECoachingFees#AllenJEECoachingFees#allencoachingJEEKota#KotacoachingNEET#KotaNEETcoachingfees#kotaneetcoachingcenter#kotaneetcoachingfeesfordroppers#kotaneetcoachingfeePW

Denial of Fee Refund – Major Reason of Kota Student Suicides. When it comes to refund, coaching institutes categorically deny refund to student, adopt time passing & mentally harassing tactics or try to persuade the student so as to buy more time so that student remains trapped in their coaching. Students are not aware that as per court order, coaching institutes are bound to refund the remaining fee from date of application for refund. If student is aware, coaching institutes take many months of time so that student is not able to take admission elsewhere or student is not able to take private local tuitions or return the borrowed money. It blocks all options of student. Student feels pressured & takes extreme step. Govt must make strict rules that coaching institute must refund the fee within 15 days in the student's account from date of application for refund and strictly punish the violators of this rule. #kotasuicide #kotasuicidenews #kotasuicidecase #kotasuiciderat

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1. The solution set of the inequation is (a) Half plane that contains the origin (b) Open half plane not containing the origin (c) Whole xy–plane except the points lying on the line (d) None of these 2. Inequation represents (a) The half plane that contains the positive x-axis (b) Closed half plane above the line which contains positive y-axis (c) Half plane that contains the negative x-axis (d) None of these 3. If a point (h, k) satisfies an inequation then the half plane represented by the inequation is (a) The half plane containing the point (h, k) but excluding the points on (b) The half plane containing the point (h, k) and the points on (c) Whole xy-plane (d) None of these 4. If the constraints in a linear programming problem are changed (a) The problem is to be re-evaluated (b) Solution is not defined (c) The objective function has to be modified (d) The change in constraints is ignored. 5. The optimal value of the objective function is attained at the points (

‘Linear Programming’ is a scientific tool to handle optimization problems. Here, we shall learn about some basic concepts of linear programming problems in two variables, their applications, advantages, limitations, formulation and graphical method of solution. 6.1 Linear Inequations . (1) Graph of linear inequations (i) Linear inequation in one variable : etc. are called linear inequations in one variable. Graph of these inequations can be drawn as follows : The graph of and are obtained by dividing xy-plane in two semi-planes by the line (which is parallel to y-axis). Similarly for and . (ii) Linear Inequation in two variables : General form of these inequations are . If any ordered pair satisfies some inequations, then it is said to be a solution of the inequations. The graph of these inequations is given below (for c > 0) : Working rule To draw the graph of an inequation, following procedure is followed : (i) Write the equation in place of a

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