Determine whether the statement is true or false. If it is true, explain why it is true. If it is false, give an example to show why it is false.
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If f and g are integrable, then 
.
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A. False. The indefinite integral of a difference of two integrable functions is not equal to the difference of their indefinite integrals. The indefinite integral of a constant multiple of a function is equal to the constant multiple of the indefinite integral of the function.
B. True. The indefinite integral of a difference of two integrable functions is equal to the difference of their indefinite integrals. The indefinite integral of a constant multiple of a function is equal to the constant multiple of the indefinite integral of the function.
Answer: B
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A medical insurance policy requires Ana to pay the first $100 of her hospital expense. The insurance company will then pay 70% of the remaining expense. Ana is expecting a short surgical stay in the hospital, for which she estimates the total bill to be about $3,900. How much will Ana's portion of the bill amount to?
A. $980 B. $1120 C. $1240 D. $1680 E. $2010
Solve the problem.Given that 
= -46, use the properties of determinants to evaluate 
.
A. 0 B. -46 C. 1 D. 46
Evaluate the integral.
A. 
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B. 
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C. 
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D. 
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Convert. Round to the nearest tenth.A recipe calls for 
cups of milk. How many milliliters is this?
A. 82.8 ml B. 829.0 ml C. 709.5 ml D. 827.8 ml