`q=(d)/(d+n)`
On a manufacturer's assembly line, d parts are found to be defective and n parts are nondefective. The formula above is used to calculate a quality of parts ratio. What is d expressed in terms of the other two variable?

The formula for the calculation of population density is D = (n//a)/(t) , in this formula "a" represents :

An article manufactured by a company consists of two parts A and B. In the process of manufacture of part A 9 out of 100 are likely to be defective. Similarly, 5 out of 100 are likely to be defective in the manufacture of part B. Calculate the probability that assembled parts will not be defective.

An article manufactured by a company consists of two parts X and Y. In the process of manuifacture of the part X, 9 out of 100 parts may be defective. Similarly, 5 out of 100 are likely to be defective int he manufacture of the part. Y. Calculate the probability that the assembled product will not be defective.

If the value of n nickets plus d dimes is c cents, what is n in terms of d?

An article manufactured by a company consists of two parts X and Y. In the process of manufacture of the part X,9 out of 100 parts may be defective.Similarly,5 out of 100 are likely to be defective in the manufacture of part Y.Calculate the probability that the assembled product will not be defective.

An article manufactured by a company consists of two parts X and Y. In the process of manufacture of the part X, 9 out of 100 parts may be defective. Similarly, 5 out of 100 are likely to be defective in the manufacture of part Y. Calculate the probability that the assembled product will not be defective.

An article manufactured by a company consists of two parts X and Y. In the process of manufacture of part X, 8 out of 100 parts may be defective. Similarly, 5 out of 100 parts of Y may be defective. Calculate the probability that the assembled product will not be defective.