1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?

 

  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?
  1. Find the Cartesian form of the equation, r3 = 3r cosØ.
  2. Using Leibnitz theorem, find THIRD derivative of y=x2.cos 3x.
  3. Prove that y = mx + c is a tangent to x2 = 4ay if c = -am2.
  4. Fine two numbers whose sum is 24 and product is as large as possible?

 

in Word Problem Answers by Level 1 User (140 points)

Your answer

Your name to display (optional):
Privacy: Your email address will only be used for sending these notifications.
Anti-spam verification:
To avoid this verification in future, please log in or register.

1 Answer

biggest produkt...square

x=24/2=12

x^2=144
by

Related questions

0 answers
asked Mar 30, 2013 in least common multiple by anonymous | 341 views
1 answer
Welcome to MathHomeworkAnswers.org, where students, teachers and math enthusiasts can ask and answer any math question. Get help and answers to any math problem including algebra, trigonometry, geometry, calculus, trigonometry, fractions, solving expression, simplifying expressions and more. Get answers to math questions. Help is always 100% free!
87,124 questions
96,997 answers
2,371 comments
24,433 users