7.6 #19 ES
root of y=5=2-root y-4
the index is 2 so I square both sides of the equation.
I got as far as (5)^2=-4 root y-4.
the answer in the book is 25+64=16y-64+64 (I would like to know how did 64 come about and how did they get 16y?
7.6 #19 ES root of y=5=2-root y-4 the index is 2 so I square both sides...
the question is: if we begin a graph of f(x)=the square root of x, shift 4 units to the right, shrink vertically by a factor of 1/2 , and shift upward 10 units, write an equation for the transformed graph. so far I have: (the square root of x)- 4(four units to the right) + 10( 10 units upwards) I do not know how to do with the part that says shrink vertically by 1/2
Learning Goal: To understand and use square-root relationships. Two quantities z and y are said to have a square-root relationship if y is proportional to the square root of z. We write the mathematical relationship as where A is a constant SCALING If z has the initial value z, then y has the initial value y. Changing z from zi to r2, changes y from gy to 2. The ratio of y2 to y is i A which is the...
please show all work so i can understand Write f(x)=ln((x^2 square root(x-4)/(x+1)^3)) in terms of lnx, ln(x+1), and ln(x-4). Then find f '(x).
If sin(x) = 4/5 and cos(y) = 5/13 with both x and y terminating in quadrant 1 find the exact value of cos(x-y) I know that the denominator will be 65
how we can solve q2
2. a) The Michaelis-Menten mechanism is +KTERE] - @s→Es (rateco nstant kl) ク ES→ E + S (rate constant k2) E S ES-XⓟHE) orate constant k3) So d[PVdt- k3[ES] Use the steady state approximation to show [El/[ES] (k2+k3)/(k1[S] b) let Km=(k2+k3)/kl and show that you get the expression ·J [EVIES]-Km/[S] c) We will talk in class about how this information eventually gives rise the expression d[P]/dt-k3E][S/(Km +IS) Usually [S>>Km. Show what this equation simplifies to...
I need to find the weighted least square line (y = ß0 + ß1X ) for a set of 5 data sets, but I have to suppose that the first and last pair are less reliable and therefore should only have half the weight than the rest of the 3 pairs. This are the pairs (-2, 0), (-1, 0), (0, 2), (1, 4), (2, 4) I already saw tutorial on how to calculate ordinary least squares. But I don´t know...
Please show step by step answers of how to solve BOTH
these questions, so I can easily understand. the second image
provides the answers, but I need to know how to get there. Thank
you
2. If:- f(r,u) 4(y-2r), what is the total derivative? If initially z 4 and y 3, and then a increases by one and y decreases by two small units, then what is the change in ? 13. If z f(z,y)-(2x + y1/2)2, what is the...
i need help with number 3&4 and the answer is in red i
just need to know how to work the problem
(a) y (b) y=-x3 + 6x2-9x + 3 2. The sum of two nonnegative numbers is 36 (a) Find the two numbers if the differ ence of their square roots is to be as large as possible. 0 and 36 (b) Find the two numbers if the sum of their square roots is to be as large as...
Simplify the following circuit (x, y, z) = ∑m(2, 3, 4, 5) The answer I got was F=YZ' + Y'Z please dont give me the answer just tell me if I got the right answer or not thank you.
1 4 7 10 2 5 8 11 3 6 9 12 I want to print this matrix in c language. How did this formula come out? (3 * j + i + 1); #include <stdio.h> int main() { int y[3][4]; int i, j; for (i = 0; i < 3; i++) { for (j = 0; j < 4; j++) printf("%d ", 3 * j + i + 1); printf("\n"); } return 0; }