Find a such that f(x) = 9x / tanx,x does not equal 0= aifx = 0
is continuous at x=0-9x/tanx
F1 9x = 9
F2; tan(x) = sec(x)^2
F1(0) =0
F2(0) = 0.
indeterminate case so we can useHospitals rule
lim x
8, 12, ___, ___, ___, 60.75
second one:
Describe the pattern and write the next 3 numbers:
1, 1.5, 1.75, 1.875(They ARE in fraction form on the w.s.)-First one: multiply by 1.5 each time,
Second on
Find Sn for a series with tn equal to each value:
d)2^(n+1)
Can somebody help me out :S-t[1] + t[2] + t[3] + ... + t[x] =>
2^(1 + 1) + 2^(2 + 1) + 2^(3 + 1) + ... + 2^(x + 1)
2^2 + 2^3 + 2^4 + ... +
Help!How to solve this problem all 4 ways-33........6
***..=..***
22.......X
3..........6
**...=...**...............cross products
2.........X
3X = 12
X=4
3..........6
**...=...**...............
How do I write this as x=... etc.?How do I isolate x so that I can solve x for any given y?-y = 40x^3+60x^2+30x+5
= 5(8x^3 + 1) + 30x(2x + 1)
= 5(2x + 1)(4x^2 - 2x + 1) + 30x(2x + 1)
= (2x + 1)[5(4x^2
2 square root is 2 not 1. if it was 4 then it would be 2². I dont get it.-What you have written makes no sense. Clarify, please. x^2+2 does not always = x+1 or x+2.
If your book says x^2 - 2 = (x-1)(
I hope I phrased it so its understandable...-Derivative of numerator = cos x
Derivative of denominator = 7/2sqrt(x)
Using lHopitals rule 2cos x*sqrt(x)/7
x-->0 = 2*0/7 = 0-edit: I was thinking sin (x/
I had quick question regarding how I would calculate my grade. So technically, the test was out of 20, but since many of the students in my class, including myself did poorly, my professor decided to
slope= 8/7; (5,-3) ----------(4 points)
A)–8x + 7y = –61
B)–8x – 7y = –61
C)–8x + 7y = 61
D) 8x + 7y = –61
Find the slope of the line.x = a ----------(4 points)
A) a
B) 0
C) undefined
D) 1-The b
let u = 2x
du = 2
dx = 1/2du
∫ (e^u)sin(e^u) x 1/2du
1/2∫ (e^u)sin(e^u)
Aaaaand now Im stuck. XP Please help!-∫2e^(2x)sin(e^2x) dx
This is a basic u substitution problem...
u = e^2x
du = 2e^2x dx
A mn wandering in the desert walks 2.6 miles in the direction S 36* W. he then turns 90* and walks 3.2 miles in the direction N 54* W. At that time, how far is he from his starting point, and what is