Math, asked by Anonymous, 6 months ago

please solve this as fast u can please

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Answered by ImperialGladiator
26

Answer:

Area of the ungrazed region = 1174.76m²

Step-by-step explanation:

Given that :

➡ Four cows are tied with a rope of length 4m in corners of square field

➡ The square field measures a length of 35 metres.

To find :

➡ The area left ungrazed.

Solution :

Following the figure we can say that :

➩ Area left ungrazed :

= Area of the square field - Area grazed by the cows.

We will solve step by step :

Finding the area of the square field

We know that,

➡ Area of the square = (side)² = (35)² = 1225m²

2. Observe the figure carefully. Here, if we join the four corners we will get a circle of radius 4metres

Therefore,

➡ Area of the grazed portion = πr² = 3.14 × 16 = 50.24m²

Hence,

➡ Area of the ungrazed region = 1225 - 50.24 = 1174.76m²

Note :

  • Observe the figure carefully.
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