Answer:
Power = 1920 Watts or 1.92 Kilowatts
Explanation:
Given the following data;
Resistance = 30 Ohms
Voltage = 240 Volts
To find power rating of the kettle;
Mathematically, the power consumption of an electric device is given by the formula;
Power = voltage²/resistance
Substituting into the formula, we have;
Power = 240²/30
Power = 57600/30
Power = 1920 Watts or 1.92 Kilowatts
The portion of memory that is more or less permanent is called <u>long term memory.</u>
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<h3>What is Long-term memory?</h3>
Long-term memory guides to the memory process in the brain that takes knowledge from the short-term memory store and creates long-lasting memories. These recollections can be from an hour ago or several decades ago. Long-term memory can hold an unlimited amount of knowledge for an indefinite period of time.
<h3>
What is long-term memory in psychology?</h3>
Long-term memory refers to unlimited storage information to be carried for long periods, even for life. There are two types of long-term memory: declarative or direct memory and non-declarative or implicit memory. Direct memory refers to information that can be consciously evoked.
To learn more about Long-term memory, refer
brainly.com/question/25040884
#SPJ4
Answer is: Yes
<u>Explanation:</u>
Word includes a full-screen mode that minimizes the extraneous information (tools, menus, etc.) displayed on the screen. The normal way of switching to full-screen mode is to display the View tab of the ribbon and click Full Screen Reading in the Document Views group. (If you are using Word 2013 or Word 2016 click Read Mode in the Views group.) You can also click the Full Screen Reading view icon (Read Mode view icon Word 2013 and Word 2016) near the right side of the Status bar located at the bottom of the document window. You exit the mode by either clicking the Close button (upper-right corner of the screen) or by pressing Esc.
Answer:
Explanation:
Required
Which returns smallest integer greater than or equal to 7.3
i.e.
When executed, the result of each instruction is:
-- This returns the smallest integer greater than 7.3
--- This returns the smallest integer less than 7.3
<em></em>
<em> --- there is no such thing as larger() in python</em>
--- This rounds 7.3 to the nearest integer
From the above result,
8 is the smallest integer greater than or equal to 7.3
i.e.
Hence:
is correct
