A liquid whose specific gravity is 2.0, is flowing in a 150mm diameter pipe. The total head at a given point was found to be 17.5m. That point is 3m above the datum and the pressure in the pipe is 65.6KPa. Compute the discharge in that point of the pipe. Hide answer choices No Answer among the choices B) 29.05 L/s C) 24.31 L/s 19.28 L/s (E32.561/5

A liquid whose specific gravity is 2.0, is flowing in a 150mm diameter pipe. The total head at a given point was found to be 17.5m. That point is 3m above the datum and the pressure in the pipe is 65.6KPa. Compute the discharge in that point of the pipe. Hide answer choices No Answer among the choices B) 29.05 L/s C) 24.31 L/s 19.28 L/s (E32.561/5

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

Complete the leveling field notes. Check your final answer mathematically. Format XXX.XX. STA BackS(+) HI ForeS(‐) ELEV BM1 4.81 203.43 TP1 3.23 6.36 TP2 6.32 4.41 TP3 1.97 2.45 BM2 5.89
Questions Please recheck my work and double check the answers
7. Find y` for xcos y = sin(x+ y).
My dear expert bro hand written not allowed.
Which among the following determines the direction of closing error? Oa. Tan δ = Σι/ΣΟ b. Tan d = = [L²/[D² c. Tan 8 = [D/[L d. Tan 8 = [D²/>L²
STATICS: EQUILIBRIUM OF RIGID BODIES. NOTE: - FIX YOUR HANDWRITING - INCLUDE DIRECTIONS IN YOUR SUB AND FINAL ANSWERS. ( WHETHER IT IS CLOCKWISE OR COUNTERCLOCKWISE.) - USE 6 DECIMALS PLACES IN SUB ANSWERS. - USE 4 DECIMAL PLACES IN THE FINAL ANSWER. - MAKE A FREE BODY DIAGRAM IN EVERY STEP YOU WILL DO, ( IT IS A MUST) - PLEASE FOLLOW ALL MY INSTRUCTIONS. I NEED IT..
please send a clear image and correct answer thanks
PROBLEM2a. Determine the centroid of the area shown with respect to the indicated X and Y axes.b. Determine the moment of inertia with respect to the centroidal X and Y axesc, Determine the polar moment of inertiawith respect to the centroidal X and Y axesd. Determine the product of inertia with respect to the indicated X and Y axes
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?
With FBD and Solution pls refer to the second picture if the answer is in the choices one of those 4 answers is correct
Round every answer into 3rd SIGNIFICANT DIGIT!Round every answer into 3rd SIGNIFICANT DIGIT! Round every answer into 3rd SIGNIFICANT DIGIT!Round every answer into 3rd SIGNIFICANT DIGIT!
Topic - f.m