Answer:
c(3) is the largest
Step-by-step explanation:
For positive values of x, j(x) > a(x), so the comparison is between c(x) and j(x).
Without evaluating the functions, you can subtract 5x from them to get ...
c'(x) = c(x) -5x = 3x² +22
j'(x) = j(x) -5x = 7x
Now the question is whether c'(3) is larger than j'(3). The latter is ...
j'(3) = 7·3 = 21
Since c'(3) has an added constant of 22 and x² will be positive, we know that ...
c(3) > j(3) > a(3)
The function with the largest value at x=3 is c(x).
_____
You can, of course, simply evaluate the functions:
c(3) > j(3) > a(3) . . . . . . . c(3) is the largest
Answer:
It’s D
Step-by-step explanation:
a(x)
ON THE HONOR ROLL.
nice.
a. one
b. none
c. Infinite
Answer:
None
Step-by-step explanation:
I said this because i usually don't find any solutions for graphs until i find out that there are infinite or one
A. y = 7/4x + 7
B. y = - 7x - 28
C. y = - 7/4x - 7
D. y = 7x + 28
Answer:
A. y = 7/4x + 7
Step-by-step explanation:
y = mx +c
4y -7x = 8
(make y the subject of formulae)
4y = 8 + 7x
divide through by the coefficient of y (4)
y = 2 + 7/4x
7/4 = m1
since the line is parallel m1 = m2
let see :{y -y¹}÷ {x-x1} = 7/4
x¹= -4 , y¹ = 0
{y - 0} ÷ {x- (-4) } = 7/4
cross multiply
4(y - 0) = 7(x+4)
4y - 0 = 7x + 28
4y = 7x +28 +0
4y = 7x + 28
(divide both sides by the coefficient of y)
y = 7/4x +28/4
y = 7/4x + 7
B.(9x5 + 10)(81x5 – 90x10 + 100)
C.(9x3 + 10)(81x6 – 90x6 + 100)
D.(9x3 + 10)(81x9 – 90x3 + 100)
Answer:
Option A.
Step-by-step explanation:
The given expression is
Now we have to factorize the given expression.
Since we know the formula of (a³ + b³) = (a + b)(a² + b² - ab)
Now we will convert the expression in this form
and
Now after factorization the expression will be
This expression matches with option A.
Answer:
The answer you chose is wrong. The 2nd option which is A(1) = -7, A(n) - 7 is the correct answer.
Step-by-step explanation:
A(1) = -7, A(n) - 7 is the correct answer because plug in the values and you will get all the values that are in the recursive sequence.
A (1) = -7, A(1) - 7 = -14
A(2) = -14, A(2) - 7 = -21
A(3) = -21, A(3) - 7 = -28