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p3(p + 1)(p + 12)

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12y ago

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Is a rhombus a p5?

A rhombus is not a p5; it is a specific type of quadrilateral where all four sides are of equal length, and opposite angles are equal. In geometry, "p5" typically refers to a pentagon with five sides. While both shapes are polygons, they belong to different categories based on the number of sides.


How do you calculate probability on a casio calculator?

365^P5/365^5=


What is p to the -2 power times p to the 5th power?

(p-2) x (p5) = p-2+5 = p3


What is 2p to the second power times 5p cube simplified?

(2p)2 x (5p)3 = 22 x p2 x 53 x p3 = 4 x 125 x p5 = 500p5


How do I find a perfect or major interval below a given note?

An easy way to find an interval below a given note would be to invert it. To invert, first subtract the # of the interval from the number 9. For example: Find the inversion of a 6th. 9-6=3. Which will translate to a 3rd above the given note. Quick tips= Subtractions: 7th<=>2nd (visa versa) 6th<=>3rd 5th<=>4th The Quality gets reversed too: Major<=>minor (visa versa) Perfect=Perfect Diminished<=>Augmented M=Major m=minor P=Perfect D=diminished A=Augmented Example: Find the inversion of a M3. 9-3=6 A Major gets reversed to a minor. So the inversion of a M3 would be a m6. Example: Find a P4 below B. Step 1) a P4 inverts to a P5. 9-4=5. A perfect doesn't get reversed. Step 2) think of the P5 above the B (Which would be a F#. We know it's an "F#" because a P5 has 7 half steps in it.) Step 3) Drop the F# down an octave (below the B). And there you have the complete interval. F# and B is the P4. Your next question is how did I know how many half steps for each interval. Take a look at this chart: P1=0 (unison) m2=1 half step M2=2 A2=3 m3=3 M3=4 P4=5 A4=6 D5=6 P5=7 m6=8 M6=9 A6=10 m7=10 M7=11 P8=12 Quick Reminder: 2nd, 3rd, 6th, 7th intervals can be Augmented, Majored, minored, and Diminished. But the PERFECT 4ths, 5ths, and 8ths, can't be considered minored or majored. They can only be Augmented, or Diminished.