51. If f(x)= x(2), then f'(x) is equal toa. 2* (In x + 1)b. 2* (2 ln x + 1)Situation 52-54 | Two equations are given below000,000,25 989 bus y=x² + 7x + 6algenc. 2* (x In 2 + 1)160mos notaud. 2* (In 2x + 1)000,000,0222x-2y=6 Won mont52. Find one point of intersection of the two curvesa. (4.50, 5.25)000 050 ISA 964.9b. (-5.25, -4.50)c. (-4.50, 5.25)COSd. (5.25, 4.50)182944 d53. Find the slope of the tangents to the first curve at the points of intersection.a. -2 and 3c. 2 and 3b. -2 and -3d. 3 and -354. Which of the following define the equations?a. Hyperbola and lineBal Egeb.Parabola and lineSE Bears 1 bc. Circle and lined. Ellipse and line

Answered: Image /qna-images/answer/dbb389f3-6ec9-4f82-b754-1a2d429fb768.jpg

51. If f(x)= x(2), then f'(x) is equal to a. 2* (In x + 1) b. 2 (2 ln x + 1) Situation 52-54 I Two equations are given below 000.000,25 bns y=x² + 7x + 6 sunt srit 12x-2y=6 52. Find one point of intersection of the two curves a. (4.50, 5.25) c. (-4.50, 5.25) d. (5.25, 4.50) THE H d 53. Find the slope of the tangents to the first curve at the points of intersection. a. -2 and 3 c. 2 and 3 b. -2 and -3 har d. 3 and -3 54. Which of the following define the equations? a. Hyperbola and line 14 Bar 680 b. Parabola and line grearst 000 eser c. 2(x In 2+1) but 160 mo d. 2* (In 2x + 1) b. (-5.25, -4.50) MOTT 21698 c. Circle and line d. Ellipse and line

51. If f(x)= x(2), then f'(x) is equal to a. 2* (In x + 1) b. 2 (2 ln x + 1) Situation 52-54 I Two equations are given below 000.000,25 bns y=x² + 7x + 6 sunt srit 12x-2y=6 52. Find one point of intersection of the two curves a. (4.50, 5.25) c. (-4.50, 5.25) d. (5.25, 4.50) THE H d 53. Find the slope of the tangents to the first curve at the points of intersection. a. -2 and 3 c. 2 and 3 b. -2 and -3 har d. 3 and -3 54. Which of the following define the equations? a. Hyperbola and line 14 Bar 680 b. Parabola and line grearst 000 eser c. 2(x In 2+1) but 160 mo d. 2* (In 2x + 1) b. (-5.25, -4.50) MOTT 21698 c. Circle and line d. Ellipse and line

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

[cos x – sin x 01 cos x 1] 5. If f(x) = | sin x 0, show that f(a)f (b) = f(a + b).
PLEASE HELP pls pls pls!! :( Given: M = 1, N = 1
B-Find y(x) for the following ODE near x = 0 of 3x²y" - xy + y = 0 16 N TURDAY
Ql. write the following system of equations in matrix form XI-Y+3X2-4Y1+5X-3 2Y+6X2-3X1+6Y1-4X=-5 -3X1+2X2-7X+4Y-2Y1-0 2Y+4YI-X+XI+X2-3 -7X2+4Y1-3X1+9X+Y=-2
dy Ex: find dx or y, or f (x)where f (x) = 4x2 + 4x + 4 y = 4x2 + 4x + 4 dy = 8x + 4+0 dx Example 1: If u(x, y) = x³y² + x² – 3y + 4 find a²u a) ax ди ди and f) b) c) d) e) дудх ду дхду ду?
lim h-0 √x+h=√x h
iv) if zx = (y)¬1 then zx/Zy = %3D b. yz c.y²z d.x²z a. xZ
Problem 6 Let y= f(x)= sin ( arctan x). Then the range of f is {y]0< ys1} c. {y|-1< ys1} b. {y]-1< y<1} d. {y|-%
Find matrix X such that 3/2 X + [0 1] = [5 2] [-2 3] [-1 3]
k) y = sin x.tan x 1) y = (sin x + cos x) sec x m) y = cos x/tan x - cot x/ sec x n) y = 1- cos 3x sin 2x + sin 8x tan 4x Given: v - f(u) and u - a(y) find dy /dr:
Obtain the general solution of the DE: 2 2 (xy + x)dx = (x²y² + x² + y² + 1) dy Ln(x^2+1)=y^2-2y+4In Ic(y+1)| OLn(x^2+1)=y^2+2y+4In [c(y+1)| Ln(x^2-1)=y^2-2y+4in (c(y+1)| OLn(x^2+1)=y^2-2y-4ln |c(y+1)|
Solve the differential equation (x + sin y) dx + (xcosy-2y)dy =0 A B 2 2 +xsiny=c +ysinx=c +y^2sinx=c