In a digitized RADAR, the 360 degree sweep...

Question 1 / 27070TLjlf6Qh9sGgxg7U4ca3

Question 1 of 27070TLjlf6Qh9sGgxg7U4ca3

In a digitized RADAR, the 360 degree sweep is divided into how many digitized segments?

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Question 1 of 27070

Q

In a digitized RADAR, the 360 degree sweep is divided into how many digitized segments?

🔍 Key Concepts

• Binary / powers of two used in digital systems • How many bits are needed to represent the number of segments • Typical resolution of a full 360° sweep when divided into equal digital steps

💭 Think About

• Look at each answer choice and ask: can this number be expressed as 2 raised to some power, or related closely to that? • Think about how many discrete angle steps per degree you would get if 360° is divided by each of these numbers—does it seem like a fine enough angular resolution for a radar display? • Consider which of these numbers is commonly used in digital electronics and data representation for indexing around a circle.

✅ Before You Answer

• Check which of the options are exact powers of 2 (2^n). • For each option, divide 360° by that number and see if the angular step size is reasonable for radar bearing resolution. • Confirm whether typical radar systems need more than 1° resolution around the full sweep.

Question 1 of 27070

Q

In a digitized RADAR, the 360 degree sweep is divided into how many digitized segments?

A

16

B

64

C

255

D

4 , 096

Question 1 / 27070TLjlf6Qh9sGgxg7U4ca3

Question 1 of 27070TLjlf6Qh9sGgxg7U4ca3

In a digitized RADAR, the 360 degree sweep is divided into how many digitized segments?

Back

Question 1 of 27070

Q

In a digitized RADAR, the 360 degree sweep is divided into how many digitized segments?

🔍 Key Concepts

• Binary / powers of two used in digital systems • How many bits are needed to represent the number of segments • Typical resolution of a full 360° sweep when divided into equal digital steps

💭 Think About

• Look at each answer choice and ask: can this number be expressed as 2 raised to some power, or related closely to that? • Think about how many discrete angle steps per degree you would get if 360° is divided by each of these numbers—does it seem like a fine enough angular resolution for a radar display? • Consider which of these numbers is commonly used in digital electronics and data representation for indexing around a circle.

✅ Before You Answer

• Check which of the options are exact powers of 2 (2^n). • For each option, divide 360° by that number and see if the angular step size is reasonable for radar bearing resolution. • Confirm whether typical radar systems need more than 1° resolution around the full sweep.