Quantitative Aptitude

Mensuration

2,507 Questions

All Direct Formula Application 1067 Shape Transformations 343 Mensuration Ratio Equations 277 Combined & Hollow Solids 247 Successive Percentage Changes 178 Inscribed & Circumscribed Figures 165 Cost Estimation Problems 100 Liquid Pour & Submergence 67 Unit Conversions 35 Path & Border Calculations 17 Time & Work Integration 7 Scale & Model Proportions 2

Mensuration Questions

Multiple choice

The circumference of a circle is $31.4\ cm$ Find the radius and the area of the circle? (Take $\pi=3.14$)

$58.5cm^2$
$48.5cm^2$
$78.5cm^2$
$88.5cm^2$

Reveal answer Fill a bubble to check yourself

Multiple choice

Find the area of a circle whose radius is 6 cm.

$26 c{m^2}$
$46 c{m^2}$
$56 c{m^2}$
$36 c{m^2}$

Reveal answer Fill a bubble to check yourself

Multiple choice

If the perimeter of a sector of a circle of radius $5.6\ cm$ is $27.2\ cm$, then the area of the sector is

$16\ cm^{2}$
$27.2\ cm^{2}$
$42.8\ cm^{2}$
$44.7\ cm^{2}$

Reveal answer Fill a bubble to check yourself

Multiple choice

On a square handkerchief of side 42 cm nine circular designs each of radius $7cm$ are made. Find the area of the remainig portion of the handkirchief

$358cm^2$
$308cm^2$
$378cm^2$
$178cm^2$

Reveal answer Fill a bubble to check yourself

Multiple choice

If the radii of two circles re $7\,cm$ and $24\,cm$, then the radius of the circle having area equal to the sum of the areas of the two circles, is

$31\, cm$
$25\, cm$
$17\, cm$
$28\, cm$

Reveal answer Fill a bubble to check yourself

Multiple choice

The area of the ring between two concentric circles, whose circumference are $88cm$ and $132cm$, is:

$780{cm}^{2}$
$770{cm}^{2}$
$715{cm}^{2}$
$660{cm}^{2}$

Reveal answer Fill a bubble to check yourself

Multiple choice

The diameters of two concentric circles are $8$ cm and $10$ cm. The area of the region between them is:

$\pi$ cm$^2$
$3\pi$ cm$^2$
$6\pi$ cm$^2$
$9\pi$ cm$^2$

Reveal answer Fill a bubble to check yourself

Multiple choice

If the circumference of a circle is 88 cm, then the area of a circle (in sq. cm) is:

$196\pi $
$92\pi $
$64\pi $
$48\pi $

Reveal answer Fill a bubble to check yourself

Multiple choice

The area of the circle whose centre is (1,2) and which passes through the point (4,6) is

$ 25\pi $
$ 100\pi$
$92\pi $
None of these

Reveal answer Fill a bubble to check yourself

Multiple choice

The area of a circle whose diameter is 1.4 cm is

$1.54\ cm^2 $
$0.77\ cm^2 $
$6.16\ cm^2 $
None of these

Reveal answer Fill a bubble to check yourself

Multiple choice

Find the area of circle whose circumference is $220cm$

3850
3500
3700
3900

Reveal answer Fill a bubble to check yourself

Multiple choice

The radii of two circles are $48:cm$ and $13: cm$. Find the area of the circle which has its circumference equal to the difference of the circumferences of the given two circles.

$3850 \: cm^{2}$
$2850 \: cm^{2}$
$1850 \: cm^{2}$
$4850 \: cm^{2}$

Reveal answer Fill a bubble to check yourself

Multiple choice

The diameter of a circle is $28 :cm$. Find its area.

$616 \: cm^{2}$
$516 \: cm^{2}$
$116 \: cm^{2}$
$216 \: cm^{2}$

Reveal answer Fill a bubble to check yourself

Multiple choice

The diameters of two circles are $32:cm$ and $24: cm$ . Find the radius of the circle having its area equal to sum of the areas of the two given circle.

$20 \: cm$
$41\: cm$
$52 \: cm$
$62 \: cm$

Reveal answer Fill a bubble to check yourself

Multiple choice

The diameters of three circles are in the ratio $3 : 5 : 6$ . If the sum of the circumferences of these circles be $308: cm$; find the difference between the areas of the largest and the smallest of these circles.

$1039.5 \: cm^{2}$
$1339.5 \: cm^{2}$
$1239.5 \: cm^{2}$
$1139.5 \: cm^{2}$

Reveal answer Fill a bubble to check yourself

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