Question

In: Math

You are given that cos(A)=-7/25, with A in Quadrant lll and cos(B)=3/5, with B in Quadrant...

You are given that cos(A)=-7/25, with A in Quadrant lll and cos(B)=3/5, with B in Quadrant l. Find cos(A+B). Give your answer as a fraction.

Solutions

Expert Solution

Given

Adj=7, Hyp=25

Given that A is in Quadrant III. So Sin is negative in Quadrant III

So

Given

Given

Adj=3, Hyp=5

Given that A is in Quadrant I. So Sin is Positiveve in Quadrant I

So

  

  


Related Solutions

Question 1 a. cos Ѳ =-24/25, Ѳ in quadrant 3, find sin Ѳ b. sin Ѳ=12/13,...
Question 1 a. cos Ѳ =-24/25, Ѳ in quadrant 3, find sin Ѳ b. sin Ѳ=12/13, Ѳ in quadrant 2, find cos Ѳ c.cos Ѳ =12/13,270 degrees<Ѳ <360 degrees, find sin Ѳ d.find the reference angle for 279 degrees
Find the exact value under the given conditions 1) tanx=-7/24, x lies in quadrant 2, cos(y)=...
Find the exact value under the given conditions 1) tanx=-7/24, x lies in quadrant 2, cos(y)= 3/4, y lies in quadrant 1 Find: sin(x+y), cos(x+y), tan(x+y) 2) cos(x)=21/29 x in quadrant 4, sin(y)=-5/12, y in quadrant 3 Find: cos(x+y)
You are given the independent jobs A(5), B(7), C(10), D(12), E(6), F(4), G(3). (a) Using the...
You are given the independent jobs A(5), B(7), C(10), D(12), E(6), F(4), G(3). (a) Using the alphabetical order priority list above, if the jobs are scheduled on 3 processors, what is the completion time? (b) If the decreasing time algorithm is used to schedule the jobs on 3 processors, what is the completion time? (c) If the decreasing time algorithm is used to schedule the jobs on 3 processors, which is the second job scheduled on processor 1? A b...
4) Let ? = {2, 3, 5, 7}, ? = {3, 5, 7}, ? = {1,...
4) Let ? = {2, 3, 5, 7}, ? = {3, 5, 7}, ? = {1, 7}. Answer the following questions, giving reasons for your answers. a) Is ? ⊆ ?? b)Is ? ⊆ ?? c) Is ? ⊂ ?? d) Is ? ⊆ ?? e) Is ? ⊆ ?? 5) Let ? = {1, 3, 4} and ? = {2, 3, 6}. Use set-roster notation to write each of the following sets, and indicate the number of elements in...
From this Sample No A.   B.      1. 7.   4.      2. 8.   5.      3....
From this Sample No A.   B.      1. 7.   4.      2. 8.   5.      3. 9.   3.      4. 5.   6.      5. 7.   2.      6. 6.   4.   Test of hypothesis for difference of two means by using 1. t Test 2. ANOVA Take 5% type 1 error, then compare the results. Show that t² is equal to f.
f(r,?) f(x,y) r(cos(?)) = x r(cos(2?)) = ? r(cos(3?)) = x3-3xy2/x2+y2 r(cos(4?)) = ? r(cos(5?)) =...
f(r,?) f(x,y) r(cos(?)) = x r(cos(2?)) = ? r(cos(3?)) = x3-3xy2/x2+y2 r(cos(4?)) = ? r(cos(5?)) = ? Please complete this table. I am having trouble converting functions from polar to cartesian in the three dimensional plane. I understand that x=rcos(?) and y=rsin(?) and r2 = x2 + y2 , but I am having trouble understanding how to apply these functions.
Using the end result at 25 years for 3% as the base, compute the relative difference as a percent at 25 years for 5%, 7% and 10%.
1 $1,030.00 $1,050.00 $1,070.00 $1,100.00 2 $1,060.90 $1,102.50 $1,144.90 $1,210.00 3 $1,092.73 $1,157.63 $1,225.04 $1,331.00 4 $1,125.51 $1,215.51 $1,310.80 $1,464.10 5 $1,159.27 $1,276.28 $1,402.55 $1,610.51 6 $1,194.05 $1,340.10 $1,500.73 $1,771.56 7 $1,229.87 $1,407.10 $1,605.78 $1,948.72 8 $1,266.77 $1,477.46 $1,718.19 $2,143.59 9 $1,304.77 $1,551.33 $1,838.46 $2,357.95 10 $1,343.92 $1,628.89 $1,967.15 $2,593.74 11 $1,384.23 $1,710.34 $2,104.85 $2,853.12 12 $1,425.76 $1,795.86 $2,252.19 $3,138.43 13 $1,468.53 $1,885.65 $2,409.85 $3,452.27 14 $1,512.59 $1,979.93 $2,578.53 $3,797.50 15 $1,557.97 $2,078.93 $2,759.03 $4,177.25 16 $1,604.71 $2,182.87 $2,952.16 $4,594.97...
Given the matrix as shown below n_array = 3 1 8 3 5 7 4 9...
Given the matrix as shown below n_array = 3 1 8 3 5 7 4 9 2 Write a M-file script program that generates this n_array, and answer each question using one line of MATLAB statement. a) Replace the second column of the n_array with a column of 0s b) Replace the element in the second-row, third-column with a zero c) Change the n_array to a 4 x 3 array by adding a row of 0s The end result for...
A = [4, 5, 9] B = [-4, 5, -7] C = [2, -7, -8, 5]...
A = [4, 5, 9] B = [-4, 5, -7] C = [2, -7, -8, 5] D = [1, -9, 5, -3] E = [3, 3, -1] Uz = 1/|z| ^z d(X,Y) = (Rθ) d = diameter R = Radius θ = Theta Find a. Uc b. d (D, C) c. Let P = B + 3E, UP = d. A x B e. 3B x E f. C x D
Given the following data (2, 5, 1, 0, 5, 0, 7, 2, 3) Calculate the 3rd...
Given the following data (2, 5, 1, 0, 5, 0, 7, 2, 3) Calculate the 3rd quartile from your "data". What's the probability that a randomly selected number from your data is even? Consider the events A = "a randomly selected number from your data is even" and B = "a randomly selected number from your data is above the 3rd quartile". Are these events disjoint, independent, neither, or both? Show your work.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT