Homework for math show work
2 answers:
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As far as I understood, you should have attached this pic.
In this case, here are the answers
1) I can see there two major triads, so the answer is obviously <span>A and B.
2) When the chord is not capabable for using and does not sound properly broken we use word </span><span>Arpeggio, so the answer is B
</span><span>3) A triad is the fifth note chord, which is a set</span> of three notes. B
<span>4) </span><span>The top note of the triad is called the fifth, according to the basic rules, so the answer is C
5) </span>The interval between the root and the third of a major triad is made up of four half steps which makes it sound smooth and holistically.
6) <span> In a major key, major triads can be built on </span><span>all above</span> scale degrees as it is the most flexible point.
I do hope you will find it useful! Regards.
In this case, here are the answers
1) I can see there two major triads, so the answer is obviously <span>A and B.
2) When the chord is not capabable for using and does not sound properly broken we use word </span><span>Arpeggio, so the answer is B
</span><span>3) A triad is the fifth note chord, which is a set</span> of three notes. B
<span>4) </span><span>The top note of the triad is called the fifth, according to the basic rules, so the answer is C
5) </span>The interval between the root and the third of a major triad is made up of four half steps which makes it sound smooth and holistically.
6) <span> In a major key, major triads can be built on </span><span>all above</span> scale degrees as it is the most flexible point.
I do hope you will find it useful! Regards.
Perimeter=x+4+x+4+x+4+x+4
=4x+16
Area=(x+4)(x+4)
=
=4x+16
Area=(x+4)(x+4)
=
Answer:
Total surface area of the pyramid =
Step-by-step explanation:
To find the surface area of the triangular- based pyramid, we will use the formula:
Surface area = Area of base + Area of the three faces
Area of base of the pyramid = Area of equilateral triangle =
Area of the slant faces of the pyramid is
Since there are 3 slant surfaces the total surface area of the pyramid =