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In this section we have seen how more complicated functions can be built up from func-...
Please answer question 3&4 by using functions (a)-(e) For most of the following problems, you need to refer to the...
Please answer question 3&4 by using functions (a)-(e)
For most of the following problems, you need to refer to the following functions: (а) f(г) — т, х € (-п, т) 0 0 (b) f(x) x > 0 (c) sin(r (d) r, E (0, 1) (e) sin(r) 3. Graph at least 2 periods of functions (a), (b), (c), and (e). Assume the func- tions were originally defines on (-7,T) and are periodic with period 2t. State whether each function is odd,...
9. (4pts) Consider the linear functions f(x) 6-x+3(x-4) and g (x)-3(x+)-5(+1). Solve f(x) g() algebraically, showing...
9. (4pts) Consider the linear functions f(x) 6-x+3(x-4) and g (x)-3(x+)-5(+1). Solve f(x) g() algebraically, showing all steps. (You may also check graphically) 10. 4pts) Test algebraically whether the function f(x)-4x- is even, odd, or neither even nor odd. Show your work. (You may also check your results graphically.) 11. (4pts) Determine whether the graph of y =-x' + 4x is symmetric with respect to the x-axis, the y-axis, and/or the origin. Use your graphing calculator make a sketch below...
show work n answers only please 1. Is the point (1,0) on the graph of -1=y?...
show work n answers only please
1. Is the point (1,0) on the graph of -1=y? Explain. 2. Find the equation of the line parallel to 3y - 2x = 1 passing through the point (1,2). 3. Evaluate the difference quotient for the function $(x) = x2 - 4x +1 4. If h(x) -1ja? - 21, find functions f(x).9() so that (fog)(x) -() where neither f(x) nor g(x) is equal to h(x). Is (1) even, odd, or neither? 5. For...
Please respond these math problems In Exercises 17-19, Use the graph to determine a. The functions...
Please respond these math problems
In Exercises 17-19, Use the graph to determine a. The functions domain b. The function's range: C. The X-intercepts, if any, a the y- untercept, if there is one e. Intervals on which the function is increasing, decreasing, or constant; and F. the missing function values indicated by question marks, below each graph. 17. y = f(x) y y 18. 3 2 1 2+ 1 2 3 4 -11 1 2 3 4 5 -2...
We've been using L'Hopitals as well as family of functions and modeling. stuff from chapter 4 in the 7th Editio...
We've been using L'Hopitals as well as family of functions and
modeling. stuff from chapter 4 in the 7th Edition of single
variable calculus book.
1. (7 points) A rectangle is located with its base along the x axis, one corner at (8,0) and the opposite corner on the graph y = ln(x) for some 1 x 10. Draw a picture of the given scenario. a. If the other corner along the x axis an x value of e, what...
Need step by step solution each part thanks 8. All compositions are from right to left...
Need step by step solution each part thanks
8. All compositions are from right to left (a) What is meant when a function f is said to be: surjective; injective; a bijection. When is a function invertible? [4 pt.] (b) Consider the function f : R ? R given by f(z) = (1-x)2 i. Write down the domain and range of f [1 pt.] ii. Show that the function is neither surjective nor injective. [2 pt.] iii. Now choose two...
Hi, we recently had an assignment and I ended up skipping this question because I didn't understand the question nor...
Hi, we recently had an assignment and I ended up skipping this
question because I didn't understand the question nor how to even
start it. Obviously for Matlab! Coding is not my strong point so
this was a stitch up. The data we were meant to use is below!
For (a)
function [n,alpha]=bisect(a,b,eps)
alpha=(a+b)/2
n=1;
fval=f(alpha);
while (b-alpha> eps) & (fval ~= 0)
fa=f(a);
if fa*fval< 0
b=alpha;
else
a=alpha;
end
alpha=(a+b)/2
n=n+1;
fval=f(alpha);
end
end
Sample f.m
function y=f(w)...
Chapter overview 1. Reasons for international trade Resources reasons Economic reasons Other reasons 2. Difference between...
Chapter overview 1. Reasons for international trade Resources reasons Economic reasons Other reasons 2. Difference between international trade and domestic trade More complex context More difficult and risky Higher management skills required 3. Basic concept s relating to international trade Visible trade & invisible trade Favorable trade & unfavorable trade General trade system & special trade system Volume of international trade & quantum of international trade Commodity composition of international trade Geographical composition of international trade Degree / ratio of...
Please answer question 3&4 by using functions (a)-(e)
For most of the following problems, you need to refer to the following functions: (а) f(г) — т, х € (-п, т) 0 0 (b) f(x) x > 0 (c) sin(r (d) r, E (0, 1) (e) sin(r) 3. Graph at least 2 periods of functions (a), (b), (c), and (e). Assume the func- tions were originally defines on (-7,T) and are periodic with period 2t. State whether each function is odd,...
9. (4pts) Consider the linear functions f(x) 6-x+3(x-4) and g (x)-3(x+)-5(+1). Solve f(x) g() algebraically, showing all steps. (You may also check graphically) 10. 4pts) Test algebraically whether the function f(x)-4x- is even, odd, or neither even nor odd. Show your work. (You may also check your results graphically.) 11. (4pts) Determine whether the graph of y =-x' + 4x is symmetric with respect to the x-axis, the y-axis, and/or the origin. Use your graphing calculator make a sketch below...
show work n answers only please
1. Is the point (1,0) on the graph of -1=y? Explain. 2. Find the equation of the line parallel to 3y - 2x = 1 passing through the point (1,2). 3. Evaluate the difference quotient for the function $(x) = x2 - 4x +1 4. If h(x) -1ja? - 21, find functions f(x).9() so that (fog)(x) -() where neither f(x) nor g(x) is equal to h(x). Is (1) even, odd, or neither? 5. For...
Please respond these math problems
In Exercises 17-19, Use the graph to determine a. The functions domain b. The function's range: C. The X-intercepts, if any, a the y- untercept, if there is one e. Intervals on which the function is increasing, decreasing, or constant; and F. the missing function values indicated by question marks, below each graph. 17. y = f(x) y y 18. 3 2 1 2+ 1 2 3 4 -11 1 2 3 4 5 -2...
We've been using L'Hopitals as well as family of functions and
modeling. stuff from chapter 4 in the 7th Edition of single
variable calculus book.
1. (7 points) A rectangle is located with its base along the x axis, one corner at (8,0) and the opposite corner on the graph y = ln(x) for some 1 x 10. Draw a picture of the given scenario. a. If the other corner along the x axis an x value of e, what...
Need step by step solution each part thanks
8. All compositions are from right to left (a) What is meant when a function f is said to be: surjective; injective; a bijection. When is a function invertible? [4 pt.] (b) Consider the function f : R ? R given by f(z) = (1-x)2 i. Write down the domain and range of f [1 pt.] ii. Show that the function is neither surjective nor injective. [2 pt.] iii. Now choose two...
Hi, we recently had an assignment and I ended up skipping this
question because I didn't understand the question nor how to even
start it. Obviously for Matlab! Coding is not my strong point so
this was a stitch up. The data we were meant to use is below!
For (a)
function [n,alpha]=bisect(a,b,eps)
alpha=(a+b)/2
n=1;
fval=f(alpha);
while (b-alpha> eps) & (fval ~= 0)
fa=f(a);
if fa*fval< 0
b=alpha;
else
a=alpha;
end
alpha=(a+b)/2
n=n+1;
fval=f(alpha);
end
end
Sample f.m
function y=f(w)...
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