Show the works of all the question below (2 images) 1. Find the slope of the line 7y + 10x = 11.2. Find all r satisfying the given inequality 8r + 2 > 0.3. For which values of a is r? – 5 < 0?4. For which values of r is r? – r - 12 < 0?5. Solve the inequality and express your answer in interval notation: ² + 21 > 10z.6. Solve for r: x - 2r – 8 = 0.7. Solve for æ: (r + 6) = 2.8. Solve for z:- - = 0.9. Sketch the graph of f(r) = r? – 4x + 7.10. Sketch the graph of f(r)= -2x + 8r - 5.11. Graph the parabola y = -6x? + 8.5x + 212. Let f(r) =Compute f(10) and state the domain of f.-I-613. Where does the graph of y = r intersect the graph of r? + y? = 4?14. Sketch the curve -a - y? + 8x – 4y – 11 = 0.15. Find the equation of the line through (0,0) which is perpendicular to the line 3y – 2x +8 = 0.16. Find the equation of the line passing through the points (5, 7) and (-1,4).17. Find the distance between the points (1,1) and (1, -1).18. Find the point(s) where the pair of figures described by the given equations intersect.y = -2r + 7 and y = 5x +119. Find the points of intersection between the graphs of the given pair of equations.y = 5x and y = -6x + 720. What are the possible number of points of intersection between two circles. 1.Determine whether or not the following numbers are natural numbers, integers, or rationalnumbers.4 +54 +5(a) 0(b) з —2(c) 7 – 6(d)-322.113.217222114.5. Write the proper inequality sign between each pair of the given numbers.3(b) 1(c) V12 and 4.(a) 0.000000025 and – 10,000and6. Factor 2a? – x.- 2.7. Find the reciprocal of138. Simplify the given expression.(-12)(-3) + 3-7 - (-2)9. The number 120 is 15% of what number?210.= -11. Simplify (a – 3)(b+ c) – (ac + 26).12. Solve for æ: 2(3x – 7) – (4x – 10) = 0.13. Put the following list of numbers in ascending order. (Try to do it without finding decimalequivalents for the numbers).7 222393,8.0 514. Simplify the following expressions.3(a) )-2x(d)(b)(c)-6

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Description: Show the works of all the question below (2 images) 1. Find the slope of the line 7y + 10x = 11.2. Find all r satisfying the given inequality 8r + 2 > 0.3. For which values of a is r? – 5 < 0?4. For which values of r is r? – r - 12 < 0?5. Solve the i

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Math

Calculus

1. Determine whether or not the following numbers are natural numbers, integers, or rational numbers. 4+5 4+5 (a) 0 () з — 2 (c) 7-6 (d) -3 1 2. 1 17 + 2 22 2 3. 11

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Concept explainers

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.

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Question

Show the works of all the question below (2 images)

1. Find the slope of the line 7y + 10x = 11.
2. Find all r satisfying the given inequality 8r + 2 > 0.
3. For which values of a is r? – 5 < 0?
4. For which values of r is r? – r - 12 < 0?
5. Solve the inequality and express your answer in interval notation: ² + 21 > 10z.
6. Solve for r: x - 2r – 8 = 0.
7. Solve for æ: (r + 6) = 2.
8. Solve for z:
- - = 0.
9. Sketch the graph of f(r) = r? – 4x + 7.
10. Sketch the graph of f(r)
= -2x + 8r - 5.
11. Graph the parabola y = -6x? + 8.
5x + 2
12. Let f(r) =
Compute f(10) and state the domain of f.
-I-6
13. Where does the graph of y = r intersect the graph of r? + y? = 4?
14. Sketch the curve -a - y? + 8x – 4y – 11 = 0.
15. Find the equation of the line through (0,0) which is perpendicular to the line 3y – 2x +8 = 0.
16. Find the equation of the line passing through the points (5, 7) and (-1,4).
17. Find the distance between the points (1,1) and (1, -1).
18. Find the point(s) where the pair of figures described by the given equations intersect.
y = -2r + 7 and y = 5x +1
19. Find the points of intersection between the graphs of the given pair of equations.
y = 5x and y = -6x + 7
20. What are the possible number of points of intersection between two circles.

1.
Determine whether or not the following numbers are natural numbers, integers, or rational
numbers.
4 +5
4 +5
(a) 0
(b) з —
2
(c) 7 – 6
(d)
-3
2
2.
1
1
3.
2
17
2
22
11
4.
5. Write the proper inequality sign between each pair of the given numbers.
3
(b) 1
(c) V12 and 4.
(a) 0.000000025 and – 10,000
and
6. Factor 2a? – x.
- 2.
7. Find the reciprocal of
13
8. Simplify the given expression.
(-12)(-3) + 3
-7 - (-2)
9. The number 120 is 15% of what number?
2
10.
= -
11. Simplify (a – 3)(b+ c) – (ac + 26).
12. Solve for æ: 2(3x – 7) – (4x – 10) = 0.
13. Put the following list of numbers in ascending order. (Try to do it without finding decimal
equivalents for the numbers).
7 22
23
9
3,
8.0 5
14. Simplify the following expressions.
3
(a) )
-2x
(d)
(b)
(c)
-6

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