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Home » Approximate \( \sqrt13 \approx 3.60555 \). - Redraw

Approximate \( \sqrt13 \approx 3.60555 \). - Redraw

📅 May 4, 2026 👤 scraface

May 04, 2026

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📌 #### 20.4A computer engineer is designing a low-power sensor network for a smart agriculture field. Each sensor node consumes 0.8 watts per hour and operates 24 hours a day. If the system uses 15 nodes and the solar-powered battery bank must supply at least 120% of the total daily energy consumption, what is the minimum energy capacity (in watt-hours) the battery must have?

📌 A cartographer is processing high-resolution satellite imagery covering a rectangular region 120 km by 80 km. The image has a resolution of 1 meter per pixel. How many total pixels are in this image?

📌 Since each pixel represents 1 square meter, the total number of pixels is equal to the area: 9,600,000,000.

📌 A science policy analyst is evaluating the cost-efficiency of upgrading rural broadband infrastructure. The initial deployment cost is $1.2 million, and it serves 400 households. If the government subsidizes 35% of the cost and the remaining burden is shared equally among households, how much does each household pay in dollars?

📌 Subtract to find the household responsibility: $1,200,000 - $420,000 = <<1200000-420000=780000>>$780,000.

📌 A cartographer is creating a digital elevation model where each data point is spaced 5 meters apart in a grid. The region of interest is 15 km long and 6 km wide. How many data points are collected, including all edges of the region?

📌 A computer engineer is testing a low-power IoT device that transmits data every 15 minutes using 4 minutes of active transmission (at 3.5 watts) and 11 minutes in sleep mode. How much total energy in watt-minutes is consumed in one day?

📌 A cartographer is aligning satellite images using geospatial coordinates. Two adjacent images overlap over a 2.4 km stretch. If the camera swaths 200 meters per shot and the overlap between consecutive images must be exactly 40%, how many images are needed to cover the full 2.4 km?

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