I'm unable to solve this Screenshot_20240728_110746_Chrome.jpg 358.37 KB

Im unable to solve this: Big Millions Day is an annual selling festival event of Sahara, an e-commerce giant. Mr. Bechos, the sales head for the video games vertical is expecting 3 of his games to sell 1,23,200 copies. The games are – Tekken, God of War, and PES. The total number of unique buyers he expects is 78,400 out of which the number of buyers who buy exactly one, exactly two and all three games is in the ratio 4: 2: 1. 2 buyers will buy nothing and an equal number of buyers might buy each game type.1) If the number of buyers who might buy only Tekken & God of War is 0, then what can be the minimum number of buyers who might buy only God of War? Given that all other combinations have at least one buyer who might buy.2) If the number of buyers who might buy only Tekken & God of War is 0, then how many buyers might buy only PES? (Mark ‘0’ if the answer cannot be determined)3) What is the difference between the predicted and actual number of buyers who bought only PES? Given that none of the buyers was predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three:a) 296b) 324c) 443d) None of these4) For actual sales, How many of the buyers actually ended up buying all three games? Given that none of the buyers were predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three. 5) For actual sales, what was the difference between the number of buyers who bought only God of War and those who bought only PES? Given that none of the buyers were predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three.a) 206b) 124c) 446d) None of these

Im unable to solve this: Big Millions Day is an annual selling festival event of Sahara, an e-commerce giant. Mr. Bechos, the sales head for the video games vertical is expecting 3 of his games to sell 1,23,200 copies. The games are – Tekken, God of War, and PES. The total number of unique buyers he expects is 78,400 out of which the number of buyers who buy exactly one, exactly two and all three games is in the ratio 4: 2: 1. 2 buyers will buy nothing and an equal number of buyers might buy each game type.1) If the number of buyers who might buy only Tekken & God of War is 0, then what can be the minimum number of buyers who might buy only God of War? Given that all other combinations have at least one buyer who might buy.2) If the number of buyers who might buy only Tekken & God of War is 0, then how many buyers might buy only PES? (Mark ‘0’ if the answer cannot be determined)3) What is the difference between the predicted and actual number of buyers who bought only PES? Given that none of the buyers was predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three:a) 296b) 324c) 443d) None of these4) For actual sales, How many of the buyers actually ended up buying all three games? Given that none of the buyers were predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three. 5) For actual sales, what was the difference between the number of buyers who bought only God of War and those who bought only PES? Given that none of the buyers were predicted to buy only Tekken & God of War.Additional information: After the actual Big Millions Day sale it was observed that the number of buyers who would have bought exactly 2 games ended up buying all the three.a) 206b) 124c) 446d) None of these

i'm unable to solve this. A jar contains 200 L of milk. A thief stole P litres of milk and replaced it with water. Next he stole 40 L of milk and replaced it with water again he stole 50 L of milk and replaced with water. The quantity of water in the final mixture is 92 L than what is the value of P.

i'm unable to solve this. A jar contains 200 L of milk. A thief stole P litres of milk and replaced it with water. Next he stole 40 L of milk and replaced it with water again he stole 50 L of milk and replaced with water. The quantity of water in the final mixture is 92 L than what is the value of P.

I'm unable to solve this Ahmed starts his journey from Surat to Ahmedabad at 3 pm in his car. Raj, driving his car at three quarters speed of Ahmed’s car, leaves Ahmedabad for Surat at 4 pm. Both cars pass each other at Ankleshwar, where the distance between Surat and Ankleshwar is three-fifths of that between Surat and Ahmedabad. How many hours does Ahmed take for its journey from Surat to Ahmedabad?

I'm unable to solve this Ahmed starts his journey from Surat to Ahmedabad at 3 pm in his car. Raj, driving his car at three quarters speed of Ahmed’s car, leaves Ahmedabad for Surat at 4 pm. Both cars pass each other at Ankleshwar, where the distance between Surat and Ankleshwar is three-fifths of that between Surat and Ahmedabad. How many hours does Ahmed take for its journey from Surat to Ahmedabad?

I'm unable to Solve this WhatsApp Image 2025-03-19 at 16.08.56_744709c1.jpg 192.91 KB

I'm unable to Solve this WhatsApp Image 2025-03-19 at 16.08.56_744709c1.jpg 192.91 KB