Listen 10B. Which is steeper: a road with a 5% grade or a road with a pitch of 1 in 5? (Find the slope of each road and give answers as a fraction in lowest terms as #/#. For example, 1/12 or 3/4; a slope of 8/10 would need to be simplified to 4/5 to be accepted as correct.) Give the slope of a road with a 5% grade as a fraction in lowest terms in blank #1. Give the slope of a road with a pitch of 1/5 as a fraction in lowest terms in blank #2. Which is slope is steeper, the fraction you entered in blank #1 or blank #2? Give answer as 1 for the fraction in blank #1, or 2 for the fraction in blank #2.

Listen 10B. Which is steeper: a road with a 5% grade or a road with a pitch of 1 in 5? (Find the slope of each road and give answers as a fraction in lowest terms as #/#. For example, 1/12 or 3/4; a slope of 8/10 would need to be simplified to 4/5 to be accepted as correct.) Give the slope of a road with a 5% grade as a fraction in lowest terms in blank #1. Give the slope of a road with a pitch of 1/5 as a fraction in lowest terms in blank #2. Which is slope is steeper, the fraction you entered in blank #1 or blank #2? Give answer as 1 for the fraction in blank #1, or 2 for the fraction in blank #2.

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

o läi 8 The table below contains the information about Areas of cross-sections of road. Calculate the volumes of the earth work. Distance(m) Areas(m²) 30 60 100 140 48 37.5 25.345 13.854 14.145 3497.863 m3 O 3498.386 m3 O 3489.863 m3 O 3498.863 m3 O
Define the components of a highway curve from the following: Dº = 5°00' 1= 20° 30' PISTA = 63+25.53 ft Answers are to the nearest XXX.XX stationing answer format XX+XX.XX. R = type your answer... L = type your answer... T = type your answer... LC = type your answer... E = type your answer... M = type your answer... PC STA type your answer... PTSTA= type your answer... ft ft ft ft ft ft ft ft
1. Shown below is a trapezoidal area which will be excavated and used as borrow pit. It has been laid out by lines at right angles to each other at given distances. The elevation of each grade intersection is as indicated in meters. It is desired to excavate the same to elevation 52.5 m. Determine the volume of excavation in cubic meters by using the formula of truncated prisms. 6 5 54 56 60 63 65 55 59 62 64 67 59 60 63 65 68 5 64 66 69 60 SITY LO
The table below contains the cross-sections Areas of road Calculate the volumes of the earth work Distance(m) 0 30 60 120 180 Areas (m²) 48.000 37.500 25.345 13.854 14.145 * V1=2233.45 m3, V2=1362.250m3 O V1=2233.45 m3, V2=1262.250m3 V1=2233.45 m3, V2=2322.45m3 O v1=1262.250m3, V2=2233.45 m3
1. Complete the differential level notes shown below, perform the customary arithmetic check, provide a detailed sketch on every instrument set-up, and a detailed solution. BACKSIGHT FORESIGHT STA HI ELEV HAIR RDGS MEAN RDG S HAIR RDGS MEAN RDG S 3.258 BM20 3.015 532.1234 2.833 1.289 3.584 TP, 1.114 3.319 1.002 3.189 5.964 6.647 TP2 5.714 6.556 5.568 6.412 4.845 3.478 TP3 4.602 3.268 4.469 01 0.846 2.298 TP4 0.739 2.048 0.698 1.885 2.222 BM21 2.111 2.000
What is the area of the shaded triangle in the below figure, if you know the radius of circular curve R=798.12 and the length of circular curve L=430.37? L R Answer: Area=??
Without actually solving the centroidal moment of inertia about x-axis, how will you tackle this problem? Example answer: Icgx = [(bh^3/12 + Ad^2) of the top rectangle] - [(bh^3/36 + Ad^2) of the triangle] + [pi(r^4)/4 of the circle] Reminder: In your future courses, the location of the centroid/center of gravity can also be referred to as the location of the neutral axis. |Neutral Axis TH
determine the slope at A in degrees using Double Integration Method. Consider 150 mm x 150 mm section and E-200 GPa. Enter the absolute value only and round off your answer to 3 decimal places. PLS ANSWER ASAP. I'LL RATE, THANKS!
Problem 3 Given in the tabulation below are the observed forward and backward bearings of an open compass traverse. Plot the traverse and adjust the forward and backward bearing of each course. Tabulate answers and show accompanying computations. OBSERVED BEARINGS CORRECTED BEARINGS UNE LENGTH FORWARD BACKWARD FORWARD BACKWARD AB 55 $ 40 10 E N 39 18' W 40 $25 18' E N 26 11' W BC 60 552 19' E N 51 51' W CD 65 5 49 26 W N 49 26' E DE 85 S B0 52'E N 81' 50' W EF 145 N 18 20' W 5 19 10'E FG 50 N 71 21'E $70 18' W GH
Q1/ The table below contains the cross- sections Areas of road Calculate the volumes of the earth work Distance(m) O 30 60 120 180 Areas (m²) 48.000 37.500 25.345 13.854 14.145
ENGINEERING MECHANICS (UPVOTE WILL BE GIVEN. PLEASE WRITE THE COMPLETE SOLUTIONS LEGIBLY. NO LNG EXPLANATION. ANSWER IN 2 DECIMAL PLACES.) 9.26 A circular region of radius R/2 is cut out from the circular region of radius R as shown. For what distance d will kx for the new region be the same as kx for the region before the cutout was removed? (Ans: 0.433R)
50 50 80 70 70 60 60 1 2 3 4 Counter map for a function f is given in figure. Which of the following is the approximated value for f(1,3)? O a. 73 O b. 53 O c. 50 O d. 60 O e. 63 3.