The Average Of Four Consecutive Odd Numbers Is 24 Find Given: the average of four consecutive odd numbers is 24.to find: the largest number.let's assume the first odd number as x.as per the given condition, the average of four consecutive odd numbers is 24.so, (x (x 2) (x 4) (x 6)) 4 = 24simplifying the above expression, we get:4x 12 = 964x = 84x = 21therefore, the first odd number is 21.the four consecutive odd numbers are 21, 23. The average of four consecutive odd numbers is 24. find the largest number class: 14subject: mathschapter: averageboard:ctetyou can ask any doubt from class.
The Average Of 4 Consecutive Odd Numbers Is 24 Find The The solutions posted above are correct. a slightly alternative way to tackle the problem is posted below. this way has less computation. let the 4 consecutive odd numbers be x 3, x 1, x 1, x 3. given that (x 3 x 1 x 1 x 3) 4 = 24. 4x 4=24. x=24. our greatest number in the above assumed series is x 3. Find the largest number.a. 29b. 25c. 31d. 27you can share my videos but do not re upload.fb page:free civi the average of four consecutive odd numbers is 24. Question. answer: the required largest odd number is 27. step by step explanation: given that the average of four consecutive odd numbers is 24. we are to find the largest number. let the largest odd number be represented by x. then, the other three consecutive odd number are x 6, x 4 and x 2. according to the given information, we get. Donagan. top answerer. the average of any five consecutive odd numbers is the third number of the sequence (in this case, c). you can prove this by setting a equal to c 4, b = c 2, d= c 2, and e= c 4. add those four numbers together with c, and the sum of the five numbers is 5c.
The Average Of Four Consecutive Odd Numbers Is 24 Find Question. answer: the required largest odd number is 27. step by step explanation: given that the average of four consecutive odd numbers is 24. we are to find the largest number. let the largest odd number be represented by x. then, the other three consecutive odd number are x 6, x 4 and x 2. according to the given information, we get. Donagan. top answerer. the average of any five consecutive odd numbers is the third number of the sequence (in this case, c). you can prove this by setting a equal to c 4, b = c 2, d= c 2, and e= c 4. add those four numbers together with c, and the sum of the five numbers is 5c. The four numbers are: 21, 23, 25, and 27 if you add them all up then divide by four, you get the average, which is 24 the largest is 27, the smallest is 21. We are taking x as an odd number, so, other consecutive odd number will be x 2 and another will x 4 and so on lets say 1 is odd number, then next will 1 2 =3, 1 4 =5 and so on. in this way we are solving this problem.
The Average Of Four Consecutive Odd Numbers Is 24 Find The four numbers are: 21, 23, 25, and 27 if you add them all up then divide by four, you get the average, which is 24 the largest is 27, the smallest is 21. We are taking x as an odd number, so, other consecutive odd number will be x 2 and another will x 4 and so on lets say 1 is odd number, then next will 1 2 =3, 1 4 =5 and so on. in this way we are solving this problem.
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