Explanation

All cars need fuel. The red car needs fuel. What can you conclude about the red car?

All cars need fuel.

The red car needs fuel.

Explanation

An ocean is a mass of water.

Similarly,

a Forest is a mass of trees.

Explanation

How many triangles are there in the following figure? 

A) 9

B) 7

C) 6

D) 5

Explanation

There are three on-off switches on a control panel A, B, and C. They have to be changed from an initial setting to a second setting according to the following conditions:

• In case only switch A is the switch on in the initial setting, then turn on switch B.
• In case switches A and B are the only switches on in the initial setting, then turn on switch C.
• In case all the three switches are on initially setting, then turn off the switch C.
• For any other initial setting, turn on all switches that are off and turn off all switches, if any, that are on.

Question

In case of switch, A is off in the second setting, which among the following could have been the initial setting?

A) A on, B on, C on.

B) A on, B on, C off.

C) A on, B off, C on.

D) A on, B off, C off.

E) A off, B on, C off.

Explanation

All figures have the circle, triangle, and horizontal and vertical lines in pairs

except for figure "d"  

Explanation

A, B, C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, X, Y, Z.

we highlight the missing letter with a red color 

Explanation

The walk is different from all three options because walking is for relaxing and 

run, skip, and jump are physical works. 

Explanation

Two days before Monday is Saturday. So, the present day is Friday.

 Now, yesterday of Friday is Thursday, and the day before yesterday is Wednesday.

So, the day of the week that had dawned two days before Wednesday is 'Monday'.

Explanation

A circle does not have a side and hence no vertex.

Hence, "circle" is different from all other given shapes.

 the square has 4 sides,

A hexagon has 6 sides,

triangle has 3 sides. 

Explanation

There are three on-off switches on a control panel A, B, and C. They have to be changed from the initial setting to a second setting according to the following conditions:

1. In case switches A and B are the only switches on in the initial setting, then turn on switch C.
2. In case all three switches are on the initial setting, then turn off the switch C.
3. For any other initial setting, turn on all switches that are off and turn off all switches, if any, that are on.

Question:

In case all three switches are on in the second setting, which among the following could be the initial setting?

A) A on, B on, C on.

B) A on, B on, C off.

C) A on, B off, C on.

D) A on, B off, C off.

E)  A off, B on, C off.