Question
A man is travelling at a speed of 50 km/h such that he
will take 60 minutes to reach his destination. But after completing half the journey, the man took a break of 10 minutes and then continued his journey. Find the speed at which the man must cover rest of the journey to reach his destination in original time.Solution
Total distance to be covered = 50 × (60/60) = 50 km Time taken to cover half the distance at original speed = {(50 ÷ 2) ÷ 50} × 60 = 30 minutes Time remaining = 60 – 30 – 10 = 20 minutes Required speed = 25 ÷ 20 × 60 = 75 km/h
Directions : In the following question, three statements are given with an idiom highlighted in bold. You have to select the answer choice that has the...
In the following questions, an idiom has been used in three different ways. Choose the option corresponding to the sentences in which the usage of the ...
Select the idiom/phrase that most accurately and contextually replaces the bolded segment.
Priya is good at finding faults in others but cannot...
Obviously, we could sit here and talk until we're dull in the face about how wonderfully they play the game.
Select the option that can be meaning of given idioms
To add insult to injury
Fill in the blank with an appropriate idiom.
Her husband is such a gem that all her friends tell her that she has ________ with him.
1 - Five o\'clock face2 - Five o\'clock shadow3 - Five o\'clock look4 - Five o\'clock gaze5 - None of these
Paint something with a broad brush
When Jake finally received his promotion, he felt on top of the world.
Under the weather
