In a group of 1000 people there are 750
WebMar 16, 2024 · The people who can speak Hindi n (H) = 750 (i) How many people can speak both Hindi and English. The people who can speak both Hindi and English = n (H ∩ E) As we know, n (P) = n (E) + n (H) – n (H ∩ E) By substituting the values we get 950 = 460 + 750 – n (H ∩ E) 950 = 1210 – n (H ∩ E) n (H ∩ E) = 260 WebMar 5, 2024 · The total number of people is 1000 . We have to find the value of the green shaded part. So, the value of green shaded part is 750 + 400 − 1000 = 150 The number of people who can speak Hindi only is 750 − 150 = 600 . Latest Vedantu courses for you Grade 6 CBSE SCHOOL English
In a group of 1000 people there are 750
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WebMar 5, 2024 · The total number of people is 1000 . We have to find the value of the green shaded part. So, the value of green shaded part is 750 + 400 − 1000 = 150 The number of …
WebAug 6, 2024 · In a group of 1000 people, each person is either left-handed or right-handed but not both. 80% of the females are left-handed, and 84% of the right-handed people are male. How many people are right-handed? (1) There are 600 males in the group (2) There are 180 left-handed males in the group Kudos for a correct solution. WebGiven in the question, n(H ∪ E) = 1000, n(H) = 750, n(E) = 400 Use the below formula, n(H ∪ E) = n(H) + n(E) – n(H ∩ E) We get 1000 = 750 + 400 – n(H ∩ E) ⇒ n(H ∩ E) = 1150 – 1000 …
WebMar 10, 2024 · The standard way of expressing this would be to say that the prevalence was 62.5 per 1000 residents or 6.25 per 100 residents, or 0.0625%. If we want to estimate the incidence of diabetes in this population over the next 12 months, we need to exclude the 50 people who are already diabetic and focus on the 750 residents who are disease-free ... WebMar 7, 2024 · You set up a Microsoft Teams meeting for a large group of people, but find it only allows a maximum of 1000 attendees. Resolution. Create the meeting using live events in Teams, which can host up to 10,000 users. More information. For more information see What are Microsoft Team live events? Still need help? Go to Microsoft Community.
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WebIn a group of 1000 people, each can speak either Hindi or English. ... In a group of 1000 people, there are 750 people who can speak Hindi and 400 who can speak English. Then number of persons who can speak Hindi only is. Q. In a group of 500 people, 200 can speak Hindi alone while only 125 speak English alone. The number of people who can ... cigna wirelessWebIn a group of 1000 people, there are 750 who can speak Hindi and 400 who can speak Bengali. How many can speak Hindi only? How many can speak Bengali? How many can speak both Hindi and Bengali? Medium Solution Verified by Toppr Let Total number of People n(P)=1000 People who speak Hindi n(H)=750 People who speak Bengali n(B)=400 … d h lawrence in croydonWebApr 8, 2024 · A group of 1,000 people filing for unemployment were asked to provide : Integrated Reasoning (IR) Forum Home GMAT Quantitative Integrated Reasoning (IR) Unanswered Active Topics Decision Tracker My Rewards New posts New comers' posts Events & Promotions Apr 09 All GMAT Club Tests are free and open on Sunday, April 9th, … cigna where do you get labsWebApr 6, 2024 · So, we can write, n ( A ∪ B) as the total number of people in the group and n ( A ∩ B) as the number of people who speak both Hindi and Bengali. So, we get, n ( A) = 750 n … d h lawrence poem snakeWebIn a group of 7 0 people 3 1 speak Hindi, 3 3 speak Bengali, 3 2 speak Telugu, 1 6 speak both Hindi and Bengali, 1 4 speak both Hindi and Telgu, 1 5 speak Bengali and Telgu, 5 person can not speak any of the three language. Find how many can speak all languages. d h lawrence novel crosswordWeb1000-500/100,000 = 500/100,000 = 0.005, or 0.5% net growth Thus, this population would be growing by 0.5% this first year. That means that after one year, there will be 500 more individuals than the previous year. year, the population would be 100,500 individuals. The Net Reproductive Rate The net reproductive rate (r) is the d h lawrence novel and loversWebThe grades of a group of 1000 students in an exam are normally distributed with a mean of 70 and a standard deviation of 10. A student from this group is selected randomly. a) Find the probability that his/her grade is greater than 80. b) … cigna wig coverage