Question

रिफॉर्म्स बैलेंस शीट स्टोन इन्वेस्टमेंट सबस्टेशन दिसावर रूपीस 3310 न्यू पार्टनरशिप डीड मार्केट वैल्यू प्लेसमेंट एजेंसी बुक वैल्यू ऑफ द अमाउंट ऑफ इन्वेस्टमेंट लोकेशन इज अ विल बी डिस्ट्रीब्यूटर टर्न ऑफ ओल्ड पार्टनर्स​

Answer 1

Explanation:

A cording to Question, only one statement is applicable. The question is :-

Correct Question:-

The perimeter of the square field is 4x+8. Find the area of its diagonal.

Concept:-

Now, here we need to know that:-

\sf{Area \ of \ Square = a^2}

\sf{Perimeter \ of \ Square = 4a}

Here, a is the side.

So, first, in this question we will find the culprit of the question, which is x.

\sf{4x + 8 = Perimeter}

\sf{4x + 8 = 4a}

Now, we have found the x with respect to a which is the side.

\sf{a = \dfrac{4(x + 2)}{4}}

\sf{a = x + 2}

So, answer is

\sqrt{2}x+2 \sqrt{2}

\sf{Diagonal \ of \ Square = (x+2) \times \sqrt{2}}

\sf{Diagonal \ of \ Square = Side \times \sqrt{2}}