is it:
a. 3
b. 4
c. 2
d. 5/3
I worked it out and got a. but Im not sure if its correct or not.-The average value of f(x) on the interval [a, b] is given by:
F(avg) = 1/(b - a) ∫ f(x) dx (from x=a to
1. If one side of a rectangle is 14 inches long, and the perimeter of that rectangle is 36 inches, what is the area of the rectangle?
2. Below is a chart showing the points our town bball team scored
its a double integral problem-∫∫D (2 - cos(x+y)) dA
= ∫(x = 0 to π) ∫(y = 0 to π-x) (2 - cos(x+y)) dy dx
= ∫(x = 0 to π) (2y - sin(x+y)) {for y = 0 to π-x} dx
= ∫(x = 0 to π) [(2(π-x) - sin(x+ π-x))
Hi, Im just starting on simplifying radicals in my algebra 1 class, but I just cant seem to understand how to do any of it.
The problem is sqrt(180).
How do I simplify this? If you could show me ste
is it:
a. 5/24
b. 3/8
c. 35/24
d. 59/24
I chose a. Is that correct? If not, please explain-I am assuming that:
y = x^3/3 + 1/(4x).
By re-writing y as x^3/3 + (1/4)x^(-1) and differentiating gives:
consider the series:
∞
∑an
n=1
where an= (-1)^n((ln(n))/n)^n
determine whether this series converges or diverges-Your use of parenthesis is quite perplexing. Im going to assume that you meant the fol
Im not exactly sure how to do this. The integral from 1 - 2 of (x^3)dx.-By the power rule, the integral of x^3 dx, F(x) is just 1/4x^4. By the FTC, going from 1 to 2 is F(2)-F(1).
So, 1/4(2)^4-1/4(1)
A cook started with 26 ounces of special sauce. She used 1.4
ounces of the sauce in each of a number of dishes and had 2.2
ounces left over. How many dishes did she make with the
sauce?
I know th
P=1/kQ
a) direct
b) inverse
c) joint varation
p=kQr
a)direct
b)inverse
c)joint variation
p=kQ/r
a) direct as Q, inverse as R
b) direct as R, inverse as Q
c) direct as Q, direct as R
d) inverse
And can you explain a bit about imaginary numbers? such as problems like (3+2i) (15-8i)?-1. Recall that |a + bi| = √(a² + b²).
Let a = 15 and b = -8, so:
√(15² + (-8)²)
= √(225 + 64)
= √289
= 17
2.
In words it is six times natural log of x minus four equals one.-6ln(x-4) = 1
We want to solve for x so we want to rearrange and move everything over to the other side.
Firstly, you have 6 TIMES ln(x
AN ARC 33M LONG SUBTENDS A CENTRAL ANGLE OF A CIRCLE WITH A RADIUS OF 16M. DETERMINE THE MEASURE OF THE CENTRAL ANGLE IN RADIANS!!!
2. A CIRCLE HAS A RADIUS OF 75 CM AND A CENTRAL ANGLE OF 14(PIE)/15
evaluate the limit (0, 1) 6x/square root of 16+3x^2 dx.
Really need explanation/step by step.
Thanks in advance!-1
∫ 6x dx / ( 3 x ² + 16 )^(1/2)
0
Let u = 3 x ² + 16
du = 6x dx
19
∫du / u^(1/2)
I have to figure out this problem, Im really bad with math:/
How many ways can a teacher choose 2 students from a group of 4 students?
A.) If just 2 on a committee
B.) If for president and vice presi
