Maharashtra Board Solutions for Chapter: Differential Equations, Exercise 5: EXERCISE 6.5

Author:Maharashtra Board

Maharashtra Board Mathematics Solutions for Exercise - Maharashtra Board Solutions for Chapter: Differential Equations, Exercise 5: EXERCISE 6.5

Attempt the practice questions on Chapter 6: Differential Equations, Exercise 5: EXERCISE 6.5 with hints and solutions to strengthen your understanding. Mathematics & Statistics (Arts & Science) Part 2 Standard 12 solutions are prepared by Experienced Embibe Experts.

Questions from Maharashtra Board Solutions for Chapter: Differential Equations, Exercise 5: EXERCISE 6.5 with Hints & Solutions

MEDIUM
12th Maharashtra Board
IMPORTANT

Solve the following differential equation:
dydx+yx=x3-3

MEDIUM
12th Maharashtra Board
IMPORTANT

Solve the following differential equation :

x+2y3dydx=y

HARD
12th Maharashtra Board
IMPORTANT

Solve the following differential equation:
(x+y)dydx=1

HARD
12th Maharashtra Board
IMPORTANT

Solve the following differential equations:
x+adydx-3y=x+a5

MEDIUM
12th Maharashtra Board
IMPORTANT

Solve the differential equation ydx+x-y2dy=0

MEDIUM
12th Maharashtra Board
IMPORTANT

Find the equation of the curve passing through the point 32,2 having slope of the tangent to the curve at any point (x, y) is -4x9y.

HARD
12th Maharashtra Board
IMPORTANT

The rate of growth of bacteria is proportional to the number present. If initially, there were 1000 bacteria and the number doubles in 1 hour, find the number of bacteria after 212 hours.

HARD
12th Maharashtra Board
IMPORTANT

The rate of decay of certain substance is directly proportional to the amount present at that instant. Initially, there are 25 gms of certain substance and two hours later it is found that 9 gms are left. Find the amount left after one more hour.