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JEE-Main - Grade 12 - Mathematics - Differential Equations - Introduction and Snapshot of Differential Equations - Study ref# 923

Introduction In this chapter, we discussed how to find a function at each in its domain of definition. Further, in the chapter on Integral Calculus, we discussed how to find a function whose derivative is the function, ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Introduction and Snapshot of Differential Equations - Study ref# 924

Following sections must be covered to understand the Differential Equations: 1. Basic Concepts 2. General and Particular Solutions of a Differential Equation 3. Formation of a Differential Equation whose General Solution is given... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Target Setup for Differential Equations - Study ref# 925

Student requires to achieve the following milestones to get better grip over Differential Equation. The milestones / targets are as follows: Starting Point: Days 0Test TypeAppear on TestTarget TestsScorePractice Test000%Chapter T... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9548

Determine order and degree (if defined) of differential equation : Answer: The highest order derivative is and the degree of its highest order is one. Therefore, the given different... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9549

Determine order and degree (if defined) of differential equation : Answer: The highest order derivative is and the degree of its highest order is 2. Therefore, the given differential ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9550

Determine order and degree (if defined) of differential equation : Answer: The highest order derivative is and the degree of its highest order is one. Therefore, the given differentia... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9551

Determine order and degree (if defined) of differential equation : Answer: The highest order derivative is and the degree of its highest order is 1. Therefore , the given differentia... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9552

Verify that the given functions is a solution of the corresponding differential equation: Answer: We have , …..(1) Differentiat... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9553

Verify that the given functions is a solution of the corresponding differential equation: Answer: We have , ………(1) Di... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9554

Verify that the given functions is a solution of the corresponding differential equation: Answer: We have , ……….(1) ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9555

Verify that the given functions is a solution of the corresponding differential equation: Answer: We have , ………..(1) ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9556

Verify that the given functions is a solution of the corresponding differential equation: Answer: We have, ………..(1) ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9557

Form a differential equation representing the given family of curves by eliminating arbitrary constants a and b. Answer: We have , #*823... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9558

Form the differential equation of the family of circles touching the y-axis at origin. Answer: Let C denote the family of circles touching y-axis at the origin. Let (a,0) be the co-ordinates of the center of any member of the family.&n... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9559

Form the differential equation of the family of ellipse having foci on y-axis and centre at origin. Answer: Equation of ellipse having foci on y-axis and centre at origin is …#*... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9560

Form the differential equation of the family of hyperbola having foci on x-axis and center at origin. Answer: Equation of any hyperbola foci on x-axis and center at origin is …... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9561

Which of the following differential equation has as the general solution? (A) (B) (C) read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9562

For each of the differential equation , find the general solution: Answer: We have, …………(1) Integrating (1... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9563

For each of the differential equation , find the general solution: Answer: read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9564

For each of the differential equation , find the general solution: Answer: We have, read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9565

For each of the differential equation , find a particular solution satisfying the given condition: when Answer: We have, Answer: which can be written as Answer: Given Answer: Answer: when Answer: is the general solution of differential equation where c is a parameter. Answer: We have, ……….(i) ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9580

Solve the differential equation Answer: The given equation is read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9581

Solve the different equation Answer: We have, ………(1) which is ... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9582

Find the differential equation of all non-vertical lines in a plane. Answer: Since, the family of all non-vertical lines in a plane is given by , where . Differentiating both sides w.r... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9583

Solve the differential equation Answer: We have, which is a linear differenti... read more

JEE-Main - Grade 12 - Mathematics - Differential Equations - Study ref# 9584

Solve: given that . Answer: We have, ") .addClass("arrow") .addClass(feedback.vertical) .addClass(feedback.horizontal) .appendTo(this); } } }); }); function ValidateSearchDetails() { var SearchText = $("input[id*='txtSearchText']").val(); var SearchCourse = $("select[id*='ddlSearchCourse']").val(); var returnflag = true; // SearchText Validation Start var ValidSearchText = false; if (SearchText == "") { $("input[id*='txtSearchText']").css("background-color", "#fffe96"); $("input[id*='txtSearchText']").attr("title", "Please Type your query."); returnflag = false; ValidSearchText = false; } else { $("input[id*='txtSearchText']").css("background-color", "none"); ValidSearchText = true; } ManageTitle("input[id*='txtSearchText']", ValidSearchText); // SearchText Validation End // SearchCourse Validation Start var ValidSearchCourse = false; if (SearchCourse == "0") { $("select[id*='ddlSearchCourse']").css("background-color", "#fffe96"); $("select[id*='ddlSearchCourse']").attr("title", "Please Select Course."); returnflag = false; ValidSearchCourse = false; } else { $("select[id*='ddlSearchCourse']").css("background-color", "none"); ValidSearchCourse = true; } ManageTitle("select[id*='ddlSearchCourse']", ValidSearchCourse); // ddlSearchCourse Validation End return returnflag; //alert('Ok'); } function ManageTitle(Control, returnFlag) { if (returnFlag == true) { $(Control).removeAttr("title"); } }

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