Suppose that a cyclist began a 390mi ride across a state, at the same time a car leaves. If the cyclist and car met after 6.5hr and the car traveled 38.8mph faster then the cycle find the average...
Suppose that a cyclist began a 390mi ride across a state, at the same time a car leaves. If the cyclist and car met after 6.5hr and the car traveled 38.8mph faster then the cycle find the average...
If f is continuous at 5 and f(5) = 2 and f(4) = 3 then what is the lim(x --> 2) f(4x2 - 11) equal? ANSWER: 2 #25, practice problems
ANSWER: False #31, practice problems
Given that lim (x --> pi/2) tan2(x) = ∞, illustrate Definition 6 (definition of infinite limits) by finding values of that correspond to (a) M = 1000 and (b) M = 10,000...
If 4x - 9 ≤ f(x) ≤ x^2 - 4x + 7 for 0 ≤ x, find lim (x --> 4) f(x) I know I should use the Squeeze Theorem, but I'm not totally sure how to ANSWER:3x2 #31,...
lim (h --> 0) (√(1 + h) -1)/h ANSWER: 1/2 #14, practice problems
{7x+4y+7z=74 {3x+7y+5z=51 {2x+2y+9z=71 All 3 rows in one {
I got y=1. is that right?
lim (h --> 0) ((3 + h)-1 - 3-1)/h ANSWER: - 1/9 Chap 2, pp13
lim (x --> 16) (4 - √x)/(16x - x2) p107, #27 ANSWER: - 1/128
Find the area of the region between two curves below. (Hint: the answer is not 0) y=x^3 y=x
use only trig identities, and also show the steps
Please help me
lim (x --> -4) (1/4 + 1/x)/(4 + x) (x/4x + 4/4x)/(4 + x) ((x + 4)/4x) / (4 + x) (x + 4)/ (4x(4 + x)) (x...
lim (t-->0) (√(1 + t) - √(1 - t))/t ANSWER: 1 #25, p107
By applying implicit differentiation, find y'(x) below. y√(x^2+y^2 )=15
Find the area of the region between two curves below. y=x y=x^2−2 i have no idea how to do this
lim (x -->1) (2 - x)/(x - 1)2 ANSWER: ∞ #31, p98
I need a step by step solution
Please help me with this question and help explain what the answer is and how you got it step-by-step. Thanks!! Question/Problem: "Before/After Treatment...