Question : If the area of a square is increased by 44%, retaining its shape as a square, each of its sides increases by:
Option 1: 19%
Option 2: 21%
Option 3: 22%
Option 4: 20%

Question

Question : If the area of a square is increased by 44%, retaining its shape as a square, each of its sides increases by:

Option 1: 19%

Option 2: 21%

Option 3: 22%

Option 4: 20%

Team Careers360 · Accepted Answer

Correct Answer: 20%

Solution : Let the side of a square = $x$ units
Area of this square = $x^2$
Area after 44% increase = $x^2 + \frac{44}{100} x^2 = 1.44 x^2$
Side of the larger square = $\sqrt{(1.44 x^2)} = 1.2x$ units
Percentage increase in side = $\frac{1.2x-x}{x} imes 100$
= 20%
Hence, the correct answer is 20%.

Exams

Colleges

Predictors

Resources

Quick links

Exams

Colleges & Courses

Predictors

Resources

Exams

Colleges

Predictors & E-Books

Resources

Engineering Preparation

Medical Preparation

Online Courses

Products

Exams

Colleges

Resources

Exams

Colleges

Predictors & Articles

Resources

Exams

Colleges

Predictors

Resources

Exams

Colleges

Upcoming Events

Resources

Exams

Colleges

Resources

Quick Links

Top Streams

Specializations

Resources

Top Providers

Exams

Colleges

Resources

Diploma Colleges

Exams

Colleges

Resources

Exams

Resources

Top Courses & Careers

Colleges

Exams

Upcoming Events

Resources

Other Exams

Exams

Colleges

Top Countries

Student Visas

Exams

Top Schools

Products & Resources

NCERT Study Material

Question : If the area of a square is increased by 44%, retaining its shape as a square, each of its sides increases by:Option 1: 19%Option 2: 21%Option 3: 22%Option 4: 20%

Related Questions

Know More about

Upcoming Exams

Trending Articles around SSC CPO

Download the Careers360 App on your Android phone

Sign In/Sign Up

Question : If the area of a square is increased by 44%, retaining its shape as a square, each of its sides increases by:
Option 1: 19%
Option 2: 21%
Option 3: 22%
Option 4: 20%