if number K, 5 and 25 are in continued proportion, then the value of k
Question
if number K, 5 and 25 are in continued proportion, then the value of k
Solution
In a continued proportion, the product of the first and third term is equal to the square of the second term.
So, if K, 5, and 25 are in continued proportion, we can set up the equation:
K * 25 = 5^2
Solving for K gives:
K = 5^2 / 25
K = 25 / 25
K = 1
So, the value of K is 1.
Similar Questions
If 25% of a number is equal to the three-fifths of another number, what will be the ratio of the first number to the second number?
When k is subtracted from each of 23, 35, 55 and 91, the numbers so obtained in this order are in proportion. What is the value of k?
What must be added to each of the numbers 7, 11 and 19, so that the resulting numbers may be in continued proportion?
If a, b and c are in continued proportion, then a2 : b2 isA a2 : c2 B a : b C a : c D b : c
Find the mean proportion of 25, 64?Options40203050
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.