If root x + 9= root 784 then x
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Answered by
1
Answer:
Step-by-step explanation:
(√x+9) ^2=(√784) ^2
x+9=784
X=775
Answered by
0
Answer: The value of x be, 361
Given, an equation √x + 9 = √784
the value of x is to be found.
Now, as the square root of 784 can be found by prime factorization method,
784 = 2×2×2×2×7×7
from the above prime factors, the square root of 784 be 28
now, on substituting the values
√x + 9 = 28
√x = 28 - 9
√x = 19
Now, squaring both the sides
(√x)² = 19²
x = 361
The value of x be, 361
To conclude in one sentence, the value of x in the above given equation is 361.
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