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ATQ, Let speed of the ship in still water be ‘x’ km/h and speed of the stream be ‘y’ km/h Upstream speed of ship = (x – y) = (96/8) = 12 km/h --------- (I) Downstream speed of ship = (x + y) = (144/6) = 24 km/h ---------- (II) On adding equation (I) and equation (II), we have: 2x = 36 Or, x = 18 So, speed of the ship in still water = 18 km/h Therefore, time taken by the ship to cover 180 km in still water = (180/18) = 10 hours
Directions: Choose the combination that completes the sentences. If none of the options given forms a correct sentence after combination, mark (e), ...
Choose the combination that completes the sentence.
Directions: You are required to match statements from columns 1, 2 and 3 and find which of the following pairs of statement make sense meaningfully and...
Directions : You are required to match statements from columns 1 and 2 and find which of the following pairs of statements make sense meaningfully and g...
Match Column I and Column II and choose the correct match from the given choice
Match Column I and Column II and choose the correct match from the given choice
In each of the following questions, two columns are given containing three sentences/ phrases each. A sentence or phrase from the first column may or m...
In the following questions, two columns are given, Column 1 and Column 2. Each column contains 3 phrases. Match the phrases in Column 1 with the phra...