The following must be graphed on 2 seperate graphs * Graph y = -1/2x +3 * Graph 3x - 2y < 6
Solve for y in the following equation (7y/8) + (1/8) = -(3/2)
I received your response to my problem the square root of 12 times the square root of 2 minus the square root of 7. I did not indicate that the square root of 2 minus the square root of 7 was in parenthesis. I am having difficulty understanding this concept, and my final exam is tomorrow.
The square root of 12 times square root of 2 minus square root of seven
[(Kp * s + Ki)/s] * (K * Km) / [s[(Ls+R)(Js+b) + K^2m)]] I want to get the above into the form of d / [s^3 + a s^2 + b s + c] Please give complete solution. I want the numerator dependent on s. All the other values are given other than s. I just need it into that form.
See attached file
Questions (also attached): Graph each equation and state its domain and range. 27) g(x)= x 2 + 2 28) f(x)= x 2 - 4 32) y= 2x 2 + 3 Graph each square root and state its domain and range. __ 34) g(x) = √ x - 1 _____ 36) f(x) = √x + 1
Please see attachment. P/S: To show subfield please show a) closed under addition, and multiplication b) additive identity and additive inverse c) closed under reciprocal
Please work on question A1 from this practice exam. A thin layer of water thickness d=0.5cm is heated from below. The bottom of the layer is held at temperature... Please see attached.
The Gooch family, the McCoy family, a bachelor and a couple without children have decided to buy a summer home together. They will divide the purchase price according to the size of each family. The house costs $264,000. The smaller of the two families- the McCoys - have 2 children and will carry one third of the cost. The large
( 3 x - 5) ( x +1) ( x - 6) = 0 ( 3x - 6) (3x - ½ ) = 0 Please see attached for full question.
Solve the following... 4 5 √3 √4 ________ 3 √6 3√11 + 4√11- 7√11 _________________ (√X + 3) (√X - 3)
Please see the attached file for the fully formatted problems.
Simplify the expression X + 3/x - 5 = 56 - 3x / x2 - 13x + 40
All variable in the following exercises represent positive numbers. Simplify the sum and differences. Give exact answers. Please see the attached file for the fully formatted problems.
1. If gcd(m,n) = 1, then φ(m,n) = φ(m)φ(n). Use this to give a proof that φ(n) = n Π(1 - 1/p) p/n 2. Prove that d(n) is odd iff n is a perfect square. 3. Prove that σ(n) ≡ d(m)(mod 2) where m is the largest odd factor of n. 3.(2nd Part) If σ(n) = 2n, n is a perfect number. Prove that if n is a perfect number , then ∑1/d = 2. d/n 4.Evaluate σ(210), φ(100) and σ(999). 5.Evaluate d(47), d(63) and d(150).
Arithmetic Functions Combinatorial Study of φ(n) 1. If gcd(m,n) = 1, then φ(m,n) = φ(m)φ(n). Use this to give a proof that φ(n) = n Π(1 - 1/p
How is (4)^ -5/2 = 1/32?
I need help solving the inequality w^2 + 3w < 18. I don't know how to state the solution set and graph it on a number line.
I am trying to find the vertex, x and y intercepts of the quadratic function f(x) = x^2 - 5x - 6
I am trying to solve and check for extraneous solutions x + 2 = root x^2 + 6
I need some help solving for "a" E = PL/ae
I am trying to solve this problem and need an explanation please. b + 17/b^2 -1 - 1/b + 1 = b-2/b-1
X/x^2 - 2x-3 - 3x/x^2 -9
I need help performing this operation: 22x^2y^3z * 6x^5/33y^3z^4
I need to factor this problem completely: x^3 + 6x^2 + 9x
I am trying to factor completely this problem: 3h^2t + 6ht + 3t
I need help factoring completely: x^3y + 2x^2y^2 + xy^3
I am trying to factor out the GCF in 56x^3y^5 + 64x^4y^3 - 16x^5y^4
I need help performing computation with scientific notation (3.5 x 10^35)(2.2 x 10^10)/4.4 x 10^12
How do I simplify and express without negative exponent? -22w^-4/2w^-2