In a dice $^{'} a^{'},^{'} b^{'},^{'} c^{'}$ and $^{'} d^{'}$ are written on the adjacent faces, in a clockwise order and $^{'} e^{'}$ and $^{'} f^{'}$ at the top and bottom. When $^{'} c^{'}$ is at the top what will be at the bottom?

a

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

b

No worries! We‘ve got your back. Try BYJU‘S free classes today!

c

No worries! We‘ve got your back. Try BYJU‘S free classes today!

e

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is D $a$
$e$ and $f$ are on opposite faces.
As $a, b, c$ and $d$ are written on adjacent sides clockwise, so $a$ will be opposite to $c$ .
Hence, if $c$ is at the top then $a$ will be at the bottom.

Suggest Corrections

Similar questions

Q. In a dice a,b,c and d are written on adjacent faces in the clockwise order and e and f at the top and bottom when c is at the top what will be at the bottom?

Q. In a dice a, b, c and d are written on the adjacent faces, in a clockwise order and e and f at the top and bottom. When c is at the top, what will be at the bottom?

Q. In a dice,

e

and

f

are written at the top and bottom faces and

a, b, c, d

are written on the sides faces in a clockwise order. When

c

is at the top what will be at the bottom?

Q. A die has

P, Q, R, S

written in a clockwise order on the adjacent faces and

T

and

U

at the top and bottom respectively. When

R

is at the top, what will be at the bottom?

Q9. A, B, C, D and E when arranged in descending order of their weight (from top), A becomes third, E is between D and A. C and D are not at the top. Who among them is the second?

Join BYJU'S Learning Program

In a dice ′a′,′b′,′c′ and ′d′ are written on the adjacent faces, in a clockwise order and ′e′ and ′f′ at the top and bottom. When ′c′ is at the top what will be at the bottom?

The correct option is D ae and f are on opposite faces.As a,b,c and d are written on adjacent sides clockwise, so a will be opposite to c.Hence, if c is at the top then a will be at the bottom.

In a dice $^{'} a^{'},^{'} b^{'},^{'} c^{'}$ and $^{'} d^{'}$ are written on the adjacent faces, in a clockwise order and $^{'} e^{'}$ and $^{'} f^{'}$ at the top and bottom. When $^{'} c^{'}$ is at the top what will be at the bottom?

The correct option is D $a$
$e$ and $f$ are on opposite faces.
As $a, b, c$ and $d$ are written on adjacent sides clockwise, so $a$ will be opposite to $c$ .
Hence, if $c$ is at the top then $a$ will be at the bottom.