What is something made for the first time called?
Invention
Using knowledge to design a new way to do things is called what?
technology
What are two renewable resources to make energy or electricity?
wind and solar
What invention did Percy Spencer develop after a chocolate bar melted in his pocket near a radar tube?
the microwave oven
Which is safer to use in computers, telephones, and cable TV: wires or fibers? <img data-fr-image-pasted="true" 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
Fibers, because they do not get hot and can carry more information
What problem to fuels create when they generate electricity?
Pollution
What do farmers use GPS systems for?
to locate crops that need water or fertilizer
What did aqueducts bring to Roman cities?
water
How to heating systems and electricity work together in a house?
The electrical system turns the heating system on and off.
Which invention stores, processes, and sends information incredibly fast?
computer
What two types of technology use a beam of light to read stored information? Clue: one is for music and one is for movies...
CDs and DVDs
Solar panels on houses can use solar energy to make _______.
hot water
Calculators, cameras, and digital watches all use what?
computer chips, satellites, radiation, or radar
computer chips
What technology allows TV screens to be large and flat?
glass, LCD, radar, or radiation
LCD
What is a negative thing about wind and water power?
They don't supply enough power for our needs.