Provide an appropriate response.Describe, in words, how to simplify a complex fraction by using the method of multiplying by the LCD of the parts (Method 2).
What will be an ideal response?
Answers will vary. One possible explanation: First, find the LCD of all fractions within the complex fraction. Next, multiply both the numerator and denominator of the complex fraction by this LCD using the distributive property as necessary. Last, write in lowest terms.
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Find the general equation of the orthogonal trajectories of the curves for the given equations.The exponential curves y = ce-4x
A. 8y2 = x2 + c B. 4y2 = x + c C. 4y2 = 2x - c D. 4y2 = x2 - c
Write the fractions as decimal numbers.
A. 0.0037 B. 0.00037 C. 0.037 D. 0.37
Solve the problem.A restaurant bill of $67.69 was shared equally by 6 people. How much was each person's share? Round to the nearest cent.
A. $11.39 B. $12.28 C. $11.28 D. $12.39
Rationalize the denominator. Assume all variables represent positive real numbers.
A. 
B. 
C. 1
D. 