I suggest you convert both to the same unit - for example, both to C - then compare.
G is half a note higher than F#. The full scale is C C# D D# E F F# G G# A A# B C
°F to °C: [°C] = ([°F] − 32) × 5⁄9°C to °F: [°F] = [°C] × 1.8 + 32
ex+f = c -dx ex+dx = c -f x(e+d) = c -f x = c -f/(e+d)
121-133 degrees Celsius (very cool )
A, e, b, f#, c#
F G# F F A#F D# F C F F C# C G# F C F(higher one) F D# D# C(lower one) G F.
Convert your units to the same and then the comparison can be done: 273K ~= 0oC = 32oF So 133 degrees Fahrenheit is higher than 273 Kelvin
Conversion: 273°F → (273 - 32) × 5/9 °C = 133 8/9 °C ≈ 133.89°C ≈ 134°C
right hand: c,c,d,c,f,e,c,c,d,c,g,f,c,c, (an octive higher) c (travelling down) a,f,e,d, a#,a#,a,f,g,f
A Db E Db A Db E Db A Db E Db A Db E Db Ab Db E Db Ab Db E Db Ab Db E Db Ab Db E Db Gb Db Gb(higher) Db Gb Db Gb(higher) Db Gb Db Gb(higher) Db Gb Db Gb(higher) Db fqggbegjg2y7gdsjnjnagydsaytdgtewydtwfe
To compare 28°C and 87°F, we can convert one of the temperatures. 28°C is equivalent to about 82.4°F. Therefore, 87°F is higher than 28°C.
146c,351k, 133f, 95f, 25c, 58f, 273k
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c c d c f e c c d c g f c c C a f e d Bb Bb a f g f The upper case C is an octave higher and the "Bb" is B flat.
low means the lowest octave played (left hand)...high means 2nd octave played (right) and highER means 3rd octave (right)...i had no better way of explaining it haha...and i wrote them all out as sharps cuz i don't have a flat symbol.... low (D# F#) high (D# F# A# F# D# F#) low (C#) high (C# F# C# G# F# F F#) low (C) highER (C D# C A# F# D# C) low (B) high (B) highER (B) low (A#) high (A#) highER (A#) i also figured out how to play the ORIGINAL song by daft punk, which is played somewhat higher pitch...i thot i might include it here... low (F# A) high (F# A C# A F# A) low (E) high (E A E B A G#) low (D#) highER (D# F# D# B A F# D#) low (D) high (D) highER (D) low (C#) high (C#) highER (C#) only the intro to Stronger by Kanye West http://youtube.com/watch?v=Dtr1E7W3gHw
little over 60 percent
(Lower notes are lower case, higher are higher case, dashes are holds, and commas may be good starting ideas for when to take a breath; hopefully this helps). f, F D C a C---- g---- f, F D C a C----, D C# D a bflat C D--- bflat g, D, D D E F G E D C a g f, F D C a C----- g---- g f, g a bflat C D----, D E F, F, F E D C bnatural C D--- E---- F----.
165 degrees Fahrenheit is about 74 degrees Celsius. (73.88)To convert Fahrenheit to Celsius, subtract 32 degrees and then divide by 1.8.C = (F - 32)/1.8Example : 165 - 32 = 133 and 133/1.8 = 73.88To go from Celsius to Fahrenheit, the same formula is used in reverse. Multiply the Celsius value by 1.8, then add 32.F = 1.8 C +32Example : 74 x 1.8 =133 and 133 + 32 = 165
E F G E D C D C lower A back on normal pitch C E F G E D C D E D higher F G F lower E D C D C lower A back on normal pitch C C D E G G F E D C higher G E C E - A F D F - B A G F E D C A G G E C E - A F D F - B A G F E D C B C
Yes and no; a C note is lower than F and D if you are just looking at seven notes, for example: A B C D E F G Looking at this, we know C is lower than D and F. But we also know that the musical notes are looped, for example: A B C D E F G A B C D E F G So C can be higher than F and D depending on how you look at it.
yes
Start by taking the number in Fahrenheit and subtracting 32. Then divide the number by 9, and then multiply it by 5. This is how you convert Fahrenheit to Celsius or use the equation C = (F - 32) × 5/9In this case, the answer is about 56.11 degrees Celsius.
G is half a note higher than F#. The full scale is C C# D D# E F F# G G# A A# B C
Here are some... try playing these on the higher octaves of your piano/keyboard. C F F# F (x2) C# F F# F (x2) D F F# F (x2) Eb F F# F (x2) E B C A B A Ab D* * means in the lower note/octave, not the higher
G is half a note higher than F#. The full scale is C C# D D# E F F# G G# A A# B C