Question
Internet of Things (IoT) In an IoT ecosystem, which
protocol is most efficient for constrained devices communicating over lossy networks?Solution
MQTT (Message Queuing Telemetry Transport) is a lightweight messaging protocol designed specifically for IoT devices operating in resource-constrained environments. It uses a publish-subscribe model, allowing devices to send and receive messages via a central broker. MQTT is highly efficient due to its minimal bandwidth requirements, making it ideal for lossy or unreliable networks. It is widely used in IoT applications like home automation, healthcare monitoring, and connected vehicles. Features like Quality of Service (QoS) levels and persistent session support further enhance its reliability in constrained environments. Why Other Options Are Incorrect:
- A) HTTP is verbose and resource-intensive, unsuitable for constrained IoT devices.
- C) FTP focuses on file transfers, which are not optimized for real-time communication in IoT systems.
- D) Telnet is a text-based protocol for remote device access, lacking the lightweight efficiency required for IoT.
- E) SOAP is a heavy XML-based protocol used for enterprise-level applications, unsuitable for IoT’s bandwidth-constrained environments.
A number exceeds 45 times its reciprocal by 5/6. Find the number.
Let p be a prime number. Then √p is:
- Find the smallest 5-digit number which is divisible by 12, 18, 24 and 36.
- When 65% of a number is added back to the number, the increase is found to be 39. What is the final value obtained?
- Determine the value of 'n' if '87n9812' is always divisible by 9.
Find the difference between of the greatest among the numbers 0.82, 0.802, 0.85, 0.085 with the smallest among the numbers 0.3, 0.03, 0.203, 2.03
Anil and Ashish receive Rs.1500 for work of 6 days. If Anil is 4 times efficient than Ashish, then find the daily wage received by Ashish.
The remainder when a number 'N' is divided by 4 is 3. What will be the remainder when 'N + 9' is divided by 4?
- Find the greatest common divisor (GCD) of (x 2 Â - 9x + 14) and (x 2 Â + x - 56).Â