Answer:
False
Explanation:
The <u>piano</u> is an instrument where hammers strike the strings to produce sound. The <u>harpsichord</u> makes sounds by a system of levers plucking their strings.
Answer:
Since Pop Tarts aren't very thick, they can get burned if you toast them on a high setting. Turn the dial on your toaster all the way down so that you Pop Tart will get warm but not burnt.
Explanation:
The equation that can be used to determine n is n = 51/3.
<h3>What is the equation that can be used to determine the number of 7th graders?</h3>
Total number of 8th graders in the council = 3(number of 7th graders) - 12
39 = 3(n) - 12. Where n represents the number of 7th graders
In order to determine the value of n, take the following steps:
Combine similar terms: 39 + 12 = 3n
Divide both sides of the equation by 3 : n = 51/3
To learn more about division, please check: brainly.com/question/194007
In the image, it is deduced that the artist used some geometric shapes to produce this teperstry such as:
<h3>What is a geometric shapes?</h3>
This refers to those figures which demonstrate the shape of the objects which have boundary lines, angles and surfaces.
In art, the geometric shapes have a specific name associated with them including the circle, triangle, square, trapezoid etc
Some geometric shapes such as triangles, squares, circles, lines that are used to organize space can also be use to develop a theme. For instance, the cubism art uses cubes and the fractal art uses statistical constants to develop a design.
Therefore, In the image, it is deduced that the artist used some geometric shapes that includes kite, diamond and quadrilateral to produce this teperstry.
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Read more about geometric shapes
brainly.com/question/25965491
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I'm an amateur at digital art, so my suggestion may not be as useful to you. I suggest using the RCA Cambio, It's 32GB and comes with Paint 3D. It's also a laptop/tablet hybrid, so it's good for other things too. I got it at the affordable price of $120 at Staples
Thanks!
Your artist friend,
~Steve