Untitled Section A distance between point (A) and (B) is (170m) was measured by a tape of (20m) length , the it was observed the the tape started from (20 cm) ( note from zero) which means the actual length of the tape is (20.20m), what is the actual distance between A and B * Your answer

Calculate the flight height above average terrain that is required to obtain vertical photographs at an average scale of Sif the camera focal length is f for the following data: ▾ Part A S=1:14,000; f = 152.40 mm Express your answer in feet to three significant figures. H= Submit Part B |VL]ΑΣΦ1 11 H= Request Answer S=1:9600; f=88.90 mm Express your answer in feet to three significant figures. vec 4 → ĊIE ΠΙΑΣΦΗ vec 4 ? ? ft ft

Tis is my id:201903275

it is incorrect answer? i asked for 700 meter?

feedback is used by Schmitt trigger Your answer

5. Answered asap in *clear/*scanned handwriting please, thank you!  Where y= 0.99

Solve ONLY LETTER D and E.  The first three subparts are already answered in my previous question.  See attached photos. Show complete process.

It is required to layout the front corners of a building with distance of 210.08 feet. The tape used is known to be 99.95 feet under standard conditions. Compute the correct reading of the tape to layout the front corners. Express the correction and your final answer in two decimal places. A) 210.04 feet B) 210.13 feet 210.19 feet D 209.97 feet E) None of the above

Q3/ The following is an incomplete page of level book in which (?) indicates missing Entry line. Calculate all the missing entries and complete the page of level book. also give the usual arithmetical checks. Station A B C D E F G CHECK B.S. 3.22 2.405 2.14 I.S. F.S 3.78 1.535 1.515 Σ BS- Σ FS ? Σ BS- Σ FS= 3.46 1.175 0.98 ? ? Rise (+) ? ? ? ? ? ERISE- > FALL ? ERISE-FALL = Fall (-) ? ? ? RL 350 ? ? 350.63 ? ? ? L.RL-F. RL L.RL -F. RL= Remarks BM T.P.1 T.P.2 ?

Fill in the blanks/ identification: An urban highway pavement 131.24 feet wide measures 2.5 mm wide on a vertical aerial photograph. (Note: All answers are in whole number, no need to put the units) A. Determine the flying height, in meters, above the pavement for this photograph if the camera focal length is 152.4 mm. B.A rectangular warehouse near the highway has photo dimensions of 2.00 mm and 4.0 mm. Calculate the actual dimensions of the warehouse in meters. C. The photograph shows a bridgé with an image length of 3.5 mm. Calculate the actual length of the bridge, in meters. ( Previous