# What number exceeds its square by the maximum amount?

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## What number exceeds its square by the maximum amount?

Answer: ½ is the number that most exceeds its square. User Avatar. Wiki User. ∙ 2011-10-03 02:47:20. This answer is: Helpful (0). => Read Now

## What number most exceeds its square? – Answers

Answer: ½ is the number that most exceeds its square. User Avatar. Wiki User. ∙ 2011-10-03 02:46:43. This answer is: Helpful (0). => Read Now

## If x is a number which exceeds its square by the greatest …

What number exceeds its square by the maximum amount? let the x be the number. maximum number is where the derivative of x – x² = 0.. => Read Now

## Find a number that exceeds its square by the greatest … – Quora

This proves that 1/2 is the number that exceeds its square by the greatest amount. 314 views ·. View upvotes.. => Read Now

## What number exceeds its square by the largest amount? [Hint

Find step-by-step Calculus solutions and your answer to the following textbook question: What number exceeds its square by the largest amount?. => Read More

## Let x be a number which exceeds its square by the … – Toppr

1 answerLet x be a number which exceeds its square by the greatest quantity. Then x is equal to · 21​ · 41​ · 43​ · none of these · Assume y is the difference of x and it’s …. => Read More

## (a) What number exceeds its square by the greatest amount?…

For the difference to be maximum we have to find the vertex. Therefore x-coordinate of vertex. Hence the second number is. Chapter 4.5, Problem 15E …. => Read More

## Solved A word problem. What number exceeds its square by the

Question: A word problem. What number exceeds its square by the maximum amount? … We’re trying to find the number x where x > x^2, and this is…. => Read More

## 01 – 04 Number Problems in Maxima and Minima – MATHalino

Problem 1 What number exceeds its square by the maximum amount? Solution 1 [collapse collapsed]Let x = the number and x2 = the square of the number y = the …. => Read More

## Similar Meaning: “What number exceeds its square by the maximum amount”

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