It seems like you're looking for a relationship or function where an input of 25 corresponds to an output of 15. This could represent a mathematical equation or a specific rule. For instance, if you subtract 10 from the input (25), you arrive at the output (15). If you need a more specific context or function, please provide additional details!
Just divide the output force by the input force.Just divide the output force by the input force.Just divide the output force by the input force.Just divide the output force by the input force.
25
If you want to work in watts, convert 25dB to a scalling factor: 3dB = 2 x input 10dB = 10 x input 20dB = 100 x input ...25dB = 10 ^ (25/10) = 316.2 x input So the output is 15 Watts x 316.2 = 4.7kW If you want to work in dB, then convert 15 watts to dB: 10 * log |P| = dB = 10*log |15| = 11.76dB so the output is 11.76 + 25 = 36.76dB
The output when the input is 5 depends on the specific function or context in which the input is being used. For example, if the function is to double the input, the output would be 10. If it’s a mathematical function like squaring, the output would be 25. Please provide more details for a precise answer.
The mechanical advantage is calculated by dividing the output force by the input force. In this case, the mechanical advantage would be 25 N (output force) divided by 5 N (input force), resulting in a mechanical advantage of 5.
The operation appears to involve subtracting 1 from the quotient of each input number divided by 5. Specifically, for each input number ( x ), the output can be calculated as ( \text{output} = \frac{x}{5} + 3 ). For example, for the input 5, the output is ( \frac{5}{5} + 3 = 4 ). This pattern holds for all given input numbers.
25%Take Input - Waste = Differencethen D / I = Effeciencyso, 400000 - 300000 = 100000and 100000 / 400000 = .25 or 25%now ask the teacher next time...Dont answer the question if you are going to get an attitude...
The efficiency of the ramp is 25%. This is calculated by taking the ratio of output work to input work, which in this case is 24 J / 96 J = 0.25, or 25%.
If the function is ( f(x) = x^2 ), then the output when the input is 5 is ( 5^2 = 25 ). Conversely, if the output is 25, the possible inputs are ( x = 5 ) or ( x = -5 ) since both values squared yield 25. This is determined by solving the equation ( x^2 = 25 ).
Efficiency = (output/input) x 100 = (80/320) x 100 = 25%
Considering the work input and output distance, to account for the effect of friction, the output force must be greater than the input force due to the work lost to friction. This means that the output force required to move the object the specified distance against friction will be higher than what would be calculated based solely on the given work input and output distance.
If you want to work in watts, convert 25dB to a scalling factor: 3dB = 2 x input 10dB = 10 x input 20dB = 100 x input ...25dB = 10 ^ (25/10) = 316.2 x input So the output is 15 micro Watts x 316.2 = (4700)/(10^6) = 4.7 milli watts If you want to work in dB, then convert 15 micro watts to dB: 10 * log |P| = dB = 10*log |15 x 10^6| = -48.2dB ***When you have very small (ie negative) dB, it is often referred to in dBm, or 1/1000 of dB ( 30 dBm = 0 dB) so the output is -18.2dBm + 25 = 6.8dBm, or -23.2dB