How many cubes in the top layer have three red faces each? – McqOptions

MCQOPTIONS

1.	How many cubes in the top layer have three red faces each?
A.	6
B.	8
C.	3
D.	4
Answer» C. 3

Discussion

No Comment Found

Related MCQs

Which of the following statement is correct(i) At least 1 cube is painted with red, green and blue.(ii) At most 1 cube is painted with red, green and blue.(iii) At most 6 cubes are painted with red and green.(iv) At least 6 cubes are painted with red and green.
If after 7th step number of cubes painted in exactly 2 faces with colour 7 is 21, then what is the number of cubes removed in 3rd step.
Which of the following can be the number of cubes removed from the original N3 number of cubes.(i) 37(ii) 61(iii) 98
If total number of cuts is 10 then find the minimum number of pieces that can be obtained.
If total number of cuts is 20 then find the ratio of maximum and minimum of pieces that can be obtained.
If total number of cuts is 10 then find the maximum number of pieces that can be obtained.
If total number of pieces (Smaller cubes/cuboids) is 45 then find the possible number of cuts.
Find the maximum number of cuts required to get 50 pieces.
Find the minimum number of cuts required to get 50 pieces.
If number of cubes painted with colour 3 is 217 then how many cubes are painted with colour5