Karnataka Common Entrance Test
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Question : Choose most appropriate word from the options and fill in the blank
The forest was so dark that he could ___________ see anything.
Option 1: hardly
Option 2: nearly
Option 3: almost
Option 4: scarcely
Correct Answer: hardly
Solution : The correct answer is option 1; hardly
Explanation:
'Hardly' is used to express that something is difficult to do. 'Nearly', 'almost', and 'scarcely' mean almost the same thing but in different ways.
Correct sentence: The forest was so dark that he could hardly see anything.
Question : The cost price of 240 articles is the same as the selling price of $x$ articles. If profit is 20%, find the value of $x$.
Option 1: 200
Option 2: 210
Option 3: 180
Option 4: 240
Correct Answer: 200
Solution : Profit percentage = $\frac{SP-CP}{CP}\times 100$ Where SP is the selling price and CP is the cost price. Cost Price of $240$ articles = Selling Price of $x$ articles As per given condition, CP × 240 = SP × $x$ (If SP is the Selling Price
Hello aspirant,
The KCET 2024 eligibility requirements are available at cetonline.karnataka.gov.in, according to KEA. Through the official pamphlet, the authorities disseminated the KCET 2024 eligibility requirements.
Applicants may also apply for the KCET exam if they took the class 12/PUC exam in 2024 and are awaiting their results.
Hence you
Question : Directions: Manjot cycles X km towards the North and then turns left and cycles Y km to reach her shop. The shortest distance between the starting point and her shop is 5 km. What can be the value of X and Y in km?
Option 1: 3 km and 4 km
Option 2: 8 km and 4 km
Option 3: 3 km and 5 km
Option 4: 4 km and 6 km
Correct Answer: 3 km and 4 km
Solution : According to the instructions given, the diagram is as follows –
Now, we have to find the values of X and Y.
Here, A is the starting point and C is the finishing point. AB = X km; BC = Y
Question : A sells a television to B for INR 4,860, thereby losing 19%. B sells it to C at a price which would have given A a 17% profit. Find the gain of B.
Option 1: INR 4,160
Option 2: INR 2,160
Option 3: INR 3,160
Option 4: INR 1,160
Correct Answer: INR 2,160
Solution : Let the cost price of A be INR $x$. The selling price of A = cost price of B = INR 4860 Loss of A = 19% of $x$ Selling price of A = cost price of A – Loss of A ⇒ 4860
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