Find three consecutive largest positive integers such that the sum of one-third of first, one-fourth of second and one-fifth of third is at most 20.
Linear Inequations
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Question

Find three consecutive largest positive integers such that the sum of one-third of first, one-fourth of second and one-fifth of third is at most 20.

KnowledgeBoat · Accepted Answer

Let three consecutive positive integers be x, x + 1 and x + 2. Given, sum of one-third of first, one-fourth of second and one-fifth of third is at most 20 ∴ x = 24, x + 1 = 25, x + 2 = 26. Hence, three consecutive numbers are 24, 25 and 26.

Mathematics

Find three consecutive largest positive integers such that the sum of one-third of first, one-fourth of second and one-fifth of third is at most 20.

Linear Inequations

Related Questions

Solve the following inequation and write the solution set :
13x - 5 < 15x + 4 < 7x + 12, x ∈ R
Represent the solution on a real number line.

Mathematics

Find three consecutive largest positive integers such that the sum of one-third of first, one-fourth of second and one-fifth of third is at most 20.

Linear Inequations

Related Questions

Solve the following inequation and write the solution set :13x - 5 < 15x + 4 < 7x + 12, x ∈ RRepresent the solution on a real number line.

Solve the following inequation and write the solution set :
13x - 5 < 15x + 4 < 7x + 12, x ∈ R
Represent the solution on a real number line.