Cube's problem with tricky solution

Cube's problem with tricky solution

Written By Admin on April 10, 2014 | Thursday, April 10, 2014

cube's problem with tricky solution

<!--[if !vml]--><!--[endif]-->

In this article we can solve reasoning question that are based on cubes. In various exam cubes question like find cube with no face painted , with two faces painted and with no face painted asked in reasoning section. student are confused to solved this.

But these question are easily solved within few seconds if you remember the formulas that is given this article.

<!--[if !vml]--><!--[endif]-->

FOLLOWING TYPES OF QUESTION ARE ALWAYS ASKED IN EXAMS ON CUBE'S FACE

A cube painted red on two adjacent faces and black on the faces opposite to the red faces and green on the remaining faces is cut into 64 smaller cubes of equal size.

Answer :- first of all there is 64 smaller cube from a cube

Find side of this CUBE = 4³ = 64

Then the side of the cube is 4

< !--[if !supportLineBreakNewLine]-->
< !--[endif]-->

Now we can solve following question with simple tricks

1. How many cubes are there which have no face painted?

A) 0 B) 4 C) 8 D)6

Answer :- to find cubes with no face painted
by trick, ( n – 2 )³

Here n is the side of cube that is 4

( 4 – 2 )³ = 8

So, cubes with no face painted = 8

2. How many cubes have only one face painted?

A) 8 B) 16 C) 24 D)32

Answer:- to find cubes with only one face painted

By trick, ( n – 2 )² x 6

Here n is the side of cube that is 4

( 4 – 2 )² x 6 = 24

So, cubes with only one face painted = 24

3. How many cubes have two faces painted?

A) 80 B) 24 C) 28 D)48

Answer :- to find cubes with two faces painted

By trick, ( n – 2 ) x 12

Here n is the side of cube that is 4

( 4 – 2 ) x 12 = 24

So, cubes with two faces painted = 24

4. How many cubes are there with three faces painted?

A) 4 B) 8 C) 16 D)24

if this article helps you please Share with other friends

Answer :- to find cubes with three faces painted
Answer of these question is 8 that is universal

Source : www.questionpaper4exam.com