For the first diagram |f| = 30mm, do = 15mm
the second |f| = 30mm , do = 60mm
the third |f| = 30mm , do = 90mm 

For the first diagram |f| = 30mm, do = 15mm the second |f| = 30mm ,...
3 of 4 Ifl = 40mm, f. = 60mm HI Mirror l fl=30mm, do=90mm front side ial 141
28 Find di diagram (fl = 30mm, do = 45 mm using a rag & analytically for each serup below 141= Homm, do zoom
Find di using a ray diagram and analytically for each set up below. (A- Sanalytier وسه T Il-von-, 141 -40m, ,-60 1 امها
Ray Diagrams Concave Mirror (Task 13) G) do > R (R-20) Concave Mirror O C d, by ray diagram d, using equation (1) Percent difference in di- h, by ray diagram M by ray diagram- M using equation (2)- Percent difference in M Gi) do- R-2 Minor d, by ray diagram d, using equation (1) Percent difference in d, h by ray diagram M by ray diagram M using equation (2) Percent difference in M 8- (iii) do -f Concave...
Convex Mirror (Task 14) (G) do >R Convex Mirror d, by ray diagram- d, using equation (1) Percent difference in d hy by ray diagram M by ray diagram- M using equation (2) Percent difference in M ) do-R-2 Mirror d, by ray diagram d, using equation (1)- Percent difference in d hy by ray diagram M by ray diagram- M using equation (2) Percent difference in M (ii) do-f Convex Mirror do d, by ray diagram- d, using equation...
Can
you please help my find the magnification, di by ray diagram, and
hi by ray diagram for each problem.
Ray Diagrams Concave Mirror (Task 13) Concave Mirror h hi ho o C Magnification () object no mis)h d by ray dingram- hy by ray diagram M by ray diagram (ii) do -R-2f Concave Mirror dj by ray diagram d, using equation (1)- Percent difference in d, h by ray diagram - M by ray diagram_ M using equation (2)...
need help and explanation for the second question using the
first diagram please
(5 Points) A light ray travels through three parallel slabs having different indices of refraction. Rank the materials according to the size of their indices of refraction. ni n2 n3 n1 > n2>n3 n2>nl> n3 n1 > n3 > n2 n2 > n3 > n1 n3 > ni >n2 DETAILS MY NOTES ASK YOUR TEACHER (5 Points) Using the diagram from question 5, in what slab is...
1-Find the local maximum value of f using both the First and Second Derivative Tests. f(x) = x + √4 - x 2-Consider the equation below. (If you need to use -∞ or ∞, enter -INFINITY or INFINITY.) f(x) = 2x3 + 3x2 − 72x (a) Find the intervals on which f is increasing. (Enter the interval that contains smaller numbers first.) ( , ) ∪ ( , ) Find the interval on which f is decreasing. ( , ) (b) Find the local minimum and...
(x + 1)2 Consider the function f(x) -. The first and second derivatives of f(x) are 1 + x2 2(1 – x2) 4x(x2 - 3) f'(x) = and f" (2) Using this information, (1 + x2) (1 + x2)3 (a) Find all relative extrema. (4 points) Minimum: Maximum: (b) Find the intervals of concavity for f(x) and identify any inflection points for yourself. (5 points) Concave up: Concave down: (c) Using the fact that lim f(x) = 1, and our...
Java servlet
Create a multiplication table using a servlet The first request to the page should get this response: # 2|13||4 123 4 The second: #12345 112345 2246810 The third: #1234 5 1 12345 2 246810 336912 15 And so on and so forth. Do not create a new project. Just add a new servlet to your already created project DO NOT use the application scope Do not use bootstrap to beautify the page I don't even care if the...