The following table shows the earnings for the Juarez family last year. Use this information to answer the question.MonthEarningsMonthEarningsJan.$1400July$1300Feb.$1150Aug.$2450Mar.$2950Sept.$2500Apr.$2300Oct.$2000May$1650Nov.$2350June$2700Dec.$2400What was the family's total income from January thru June?
A. $11,000
B. $9,200
C. $12,150
D. $13,000
Answer: C
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Solve the problem.Rewrite the integral 
in the order 
.
A. 
B. 
C. 
D. 
Answer the question appropriately.Find the linearization of f(x) = 8x at x = 1. Round the coefficients to 2 decimal places.
A. f (x) = 2.08x + 5.92 B. f (x) = 16.64x + 1 C. f (x) = 3.85x + 4.15 D. f (x) = 16.64x - 8.64
Provide an appropriate response.Suppose the yearly supply function for a particular actor to star in a film is p = 150,000x.(a)How many films per year is the actor willing to produce if he earns $300,000 per film?(b)How many films per year is the actor willing to produce if he earns $900,000 per film?(c)How does the amount supplied change as the price increases?
What will be an ideal response?
Between each pair of numbers, insert the appropriate sign, <, =, or >, to make a true statement.0.02 0.008
A. 0.02 < 0.008 B. 0.02 = 0.008 C. 0.02 > 0.008