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Test Bank For Precalculus: Mathematics for Calculus - 7th - 2016 All Chapters - 9781305071759 $26.99   Add to cart

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Test Bank For Precalculus: Mathematics for Calculus - 7th - 2016 All Chapters - 9781305071759

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Test Bank For Precalculus: Mathematics for Calculus - 7th - 2016 All Chapters

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  • September 25, 2024
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,Test Bank For Precalculus: Mathematics for Calculus
Stewart/Redlin/Watson - Precalculus 7e Chapter 1 Form A



1. List the elements from the given set that are rational numbers.

 1 1 3 
 0, − 2, 50, , 0.521, 2 2, 1.23, − 6 , 4, 4
 

2. State the property of real numbers being used.

(2x + 3y ) + 4z = 2x + (3y + 4z )
3. Perform the indicated operations.

1
12
1 1

8 12

4. Evaluate each expression.

 7 0 3−3  1 −2
(a)   2−1 (b) (c)  
3 40 5

5. Evaluate the expression.




6. Find the set A  C if A =  x | x  4  and C =  x | −2  x  6 .



7. Simplify the expression and eliminate any negative exponents(s). Assume that all letters denote
positive numbers.




8. Simplify the expression.

6
 a2b 
 a1/ 3b 
 




1

,Test Bank For Precalculus: Mathematics for Calculus
Stewart/Redlin/Watson - Precalculus 7e Chapter 1 Form A




9. A hummingbird’s heart can beat 1260 times per minute. Estimate the number of times its heart will
beat in 2 years. State your answer in scientific notation.

10. Factor the expression completely.

( ) (
x2 x 2 −1 − 25 x 2 −1)
11. Perform the indicated operation and simplify.

 2 3
+ +
x x −1 ( x − 1)2




2

, Test Bank For Precalculus: Mathematics for Calculus
Stewart/Redlin/Watson - Precalculus 7e Chapter 1 Form A



12. Rationalize the denominator.



6+ 2

13. Find all real solutions of the quadratic equation.

8 16
z2 − z + =0
5 25

14. Caitlin drove from Greensville to Bluesburg at a speed of 50 mi/h. On the way back, she drove at 75
1
mi/h. The total trip took 7 h of driving time. Find the distance between these two cities.
2

15. Solve the absolute value inequality. Express the answer using interval notation.

8x + 5  15

16. Two points P and Q are given.

P (0, −8) , Q (−11, −8)

(a) Find the distance from P to Q.
(b) Find the midpoint of the line segment PQ.

17. Find the equation of the circle with center (−1, 7) and radius 2.

18. Determine whether the equation represents a circle, a point, or has no graph. If the equation is that of a
circle, find its center and radius.

5
x2 + y2 + x + 2 y + =3
4

19. Test the equation for symmetry and sketch its graph.

y + x2 = 16

20. Find an equation for the line that passes through the point (5,1) and is perpendicular to the line
x − 3 y + 16 = 0 .

21. Find the equation of a line that passes through the point (−7, ) and the midpoint of (−2, 4) and (3, 4) .

22. Hooke’s Law states that if a weight w is attached to a hanging spring, then the stretched length s of the
spring is linearly related to w. For a particular spring we have the equation s = 0.4w + 3.5 , where s is
measured in inches and w in pounds. How long is the spring when a 5-lb weight is attached?

23. Determine the values of the variable for which the expression is defined as a real number.




3

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