Please see the attached file for the actual problem and a graphical illustration. Let ABC be a right triangle with sides a, b, and hypotenuse c. Let r be the radius of the inscribed circle and ra, rb, and rc be the radii of the ascribed circles tangent to sides a, b, and c. What "RELATIONSHIPS" can you discover among the length
There is no bijection between any set A and its power set P(A) of A. For finite sets, proof is trivial since |A| = n and |P(A)| = 2^n. For finite sets, this is done by contradiction. Suppose there is a bijection $ between a set A and its power set P(A). Consider the set B={x|x is a member A where x is not a member $(x)}For e
Prove that Rsquared has the same cardinality of R (hint: think of shuffling two string of digits) See attachment for full question
Please see the attached file for full problem description. ALL STEPS MUST BE SHOWN PLEASE PROVIDE AN EXPLANATION IN COMPLETE SENTENCES Here is the problem Given and prove that there is a unique y>0 such that That is, exists and is unique Hint: Consider y = the least upper bound of Then use exercise 2 to s
Please see the attached file for full problem description. Here is the problem Given and show that for some if then Hint: prove the inequality when n = 1, n = 2, and then do induction on n using the identity: of course, you have to proven the identity first.
Suppose that integers 1,2,3,4,5,6,7,8,9,10 are arranged randomly along a circle. 1) show that For each circular arrangement, there exists at least three adjacent numbers whose sum is greater than 17 2) take n + 1 integers from {1,2,3,....., 2n}. Show there exist two integers, one divides the other completely.
1. Perform the indicated operations and simplify. 2{9x - 3[2x - 2(3x - 2 - 2x - 4) - 2] +5} = 2. Multiply out: (5x - 4)3 = Factor completely. 3. 36x3 - 100x = 4. 32x2 -60x + 27 = 5. 4x3 -4x2 -x + 1 =
Please include answer and steps to solve problem and explain if needed. 1) What is 10^-1 + 10^0 + 10^1? 2) 16 is 20% of.... 3) If f(x) = x^2 + 1, then 2f(x) = ? 4) If f(x) = x^2 + 1, then f(2x) = ? 5) If f(x) = x^2 + 1, then f(y) = ? 6) If 2x + y = 3, and x - y =3, what is x? 7) If 2x + y = 3, and x
1-Three times the opposite of a number is 40 greater than 5 times the number. whats the number. 2-The product of 7 and the opposite of a number is decreased by 28. If the resulting number is -35, what iss the number?
Please see the attachment Using the Pythagorean theorem (see attached) and knowing the sinz and cosz are analytic functions. What can we say about (see attached) Show that cos(A+B)=cosAcosB-sinAsinB using exponential expressions for sin and cos What are the zeros of
See Attached for details and questions Problem 8 Find the LCD and perform the following operation: Problem 9 For the following parabola find (you are not required to plot this solution): (1) maximum value (2) the vertex (3) the x -intercepts (4) y-intercept (5) the domain (6) the range Problem 10 Solve the t
Simplify the following expression (avoid negative exponents in the final answer): See Lecture 1 and Lecture 5 for an optional procedure *see attached for equations* Simplify the following expression (avoid negative exponents in the final answer): See Lecture 1 and Lecture 5 for an optional procedure. *see attached for equa
Log base2 (a^2*square root of b) to the 4th
Solve the inequality. State and graph the solution set. See attached for equation
Solve the inequality. State the solution set using interval notation and graph the solution set. See Attached for equation
The fundamental formula for such problems is where d represents the distance covered when moving at a speed s during a length of time t. This formula can be solved for s or t (if d is in miles and t is in hours, then s has the units of miles/hour) Smith bicycled 45 miles going east from Durango, and Jones bicycled 7
See Attached for algebra equations Section 10.5 Pg. 569 # 12 Reference: Examples 1 & 2 Section 10.5 Pg. 569 # 18 Reference: Examples 3 & 4 Pg. 576 # 47 Section 10.5 Pg. 576 # 52
See Attached for algebra equation
If (xo,yo) is a solution of the Linear Diophantine equation ax + by = c , then the set of solutions of the equation consists of all integer pairs (x,y), where either x = xo + tb/d and y = yo - ta/d ( t = ........,-2,-1,0,1,2,........) or , x = xo - tb/d and y = yo + ta/d ( t = .........,-2,-1,0,1,2,......
Express and explain -15.6x10^-20 as an integer multiple of 2.3x10^-20
Sally received a bill for a total of 8 hours labor on the repair of her bulldozer. She paid $50 to the master mechanic and $90 to his apprentice. If the master mechanic gets $10 more per hour than his apprentice does, write the following: ?Expression for wages in $/hr by the master mechanic ?Expression for wages in $/hr
A taste test with 200 randomly selected people found that only three of them said that they would buy a box of new Sweet Wheats cereal. How many boxes could the manufacturer expect to sell in a country of 280 million people? Question also in attachment
Solve the equation below (watch for extraneous solutions). See attached for equation
What is the sum of 1,605+1,219+1,153
Could I please get step-by-step solutions to these problems to help me understand? I have attached a pdf file and a word file, they have the same questions. Thank you very much (rewrite using only positive exponents, calculate equations, simplify, Pythagorean Theorem,Graph the inequality,Rationalize the denominator, Solve by
See Attached for equation
Solve for R See Attached for equation
Equations with rational expressions See Attached for Equation
Solve for X See Attached for equation -2x^2 - 2x + 24 = 0 Pg. 313 # 48 Solve for x Section 6.6/Quadratic equations by factoring Reference: Examples 4 and 5 Check The original equation
Solve for T See Attached for equation