Answer: We have to consider the RHS from right to left. The value of √206 + √36 + √169 We have to consider the RHS from right to left. ⇒ Square root of 169 is 13. ⇒ 36 added to the square root of 169 means 36 added to 13, which is 49. ⇒ The square root of this 49, i.e., 7, should be added to 3018 to get 3025. ⇒ The square root of 3025 is 55. Got that 55 is the value of x. The value of √289 – √121 Note that both 121 and 289 are perfect fractions:- 121 = 11^2 and 289 = 17^2. Thus, 121 11^2 ——- = ———- = (11/17)^2. 289 17^2 The square root of this is merely 11/17. So, 17 -11 = 6 Hope this will help you. Please mark me brainlist. Thank you. Reply
Answer:
We have to consider the RHS from right to left.
The value of √206 + √36 + √169
We have to consider the RHS from right to left.
⇒ Square root of 169 is 13.
⇒ 36 added to the square root of 169 means 36 added to 13, which is 49.
⇒ The square root of this 49, i.e., 7, should be added to 3018 to get 3025.
⇒ The square root of 3025 is 55.
Got that 55 is the value of x.
The value of √289 – √121
Note that both 121 and 289 are perfect fractions:- 121 = 11^2 and 289 = 17^2.
Thus,
121 11^2
——- = ———- = (11/17)^2.
289 17^2
The square root of this is merely 11/17.
So, 17 -11 = 6
Hope this will help you.
Please mark me brainlist.
Thank you.