The frequency range of 33.0 to 38.9 is typically associated with the Low Band VHF (Very High Frequency) spectrum, often used for various broadcasting and communication services. Specific frequencies within this range can include channels for television broadcasts, radio communications, and amateur radio. The exact use can vary by country and regulatory authority, so it's important to check local regulations for precise applications.
10 percent of 389 = 38.910% of 389= 10% *389= 10%/100% *389= 389/10 or 38.9
7 x 389 = 2723 389 + 389 + 389 + 389 + 389 + 389 + 389 = 2723
389 is a prime number.
562 - 389 is 173
25% of 389 is 97.25.
Frequency = (speed) divided by (wavelength) = (330) / (15) = 22 Hz.
f = C fo / (C + vs)(Assuming speed of sound, c = 330 m/s),f = 330 fo / (330 +49 ) frequency that she would hear isf = 0.87 f0
To calculate the wavelength, you can use the formula: wavelength = speed of light / frequency. Given the speed of 330 m/s and length of 15m, divide the speed by the frequency to find the wavelength.
The lowest frequency audible to the human ear is around 20 Hz. Using the formula v = fλ, where v is the speed of sound (330 m/s) and f is the frequency (20 Hz), we can solve for the minimum wavelength, which is 16.5 meters.
The output frequency of a 74LS14 astable multivibrator can be calculated using the formula ( f = \frac{1.44}{(R_A + 2R_B)C} ), where ( R_A ) and ( R_B ) are the resistances connected to the circuit and ( C ) is the capacitance. Assuming ( R_A ) is 330 ohms and ( R_B ) is also 330 ohms (if not specified, we can assume this for calculation) and using a typical capacitor value (e.g., 100 nF), the frequency can be calculated. For example, if ( R_A = R_B = 330 , \Omega ) and ( C = 100 , nF ), the frequency would be approximately 4.4 kHz. Adjust the values of ( R_B ) and ( C ) for specific calculations.
10 percent of 389 = 38.910% of 389= 10% *389= 10%/100% *389= 389/10 or 38.9
7 x 389 = 2723 389 + 389 + 389 + 389 + 389 + 389 + 389 = 2723
389 = 1 x 389 (389 is a prime number).
1 x 389, 389 x 1.
389 is a prime number. The only factors are 1 and 389 only.
389 is a prime number.
1 and 389.