Transportation Engineering — Quiz 3
Questions in this quiz (10)
An equal-tangent crest vertical curve has a length of $$420\ ft$$ connecting grades of $$+1.0\%$$ and $$-2.0\%$$. Determine the horizontal distance from the PVC to the highest point on the curve.
- $$140 ft$$
- $$210 ft$$
- $$79 ft$$
- $$120 ft$$
In roadway design, what type of vertical curve is most commonly used to smoothly connect two different grades?
- Circular curves
- Spiral curves
- Equal tangent parabolic curves
- Unequal tangent parabolic curves
A sag vertical curve of length $$700\ ft$$ connects grades of $$-2.0\%$$ and $$+1.0\%$$. If the elevation at PVC is $$233.80\ ft$$, determine the minimum elevation on the curve.
- $$204.43 ft$$
- $$234.33 ft$$
- $$219.13 ft$$
- $$229.13 ft$$
A simple circular curve has a radius of $$600\ ft$$ and an intersection angle of $$41^\circ$$. If the PI is located at station $$8+00$$, determine the station of the PC.
- $$2+25$$
- $$5+00$$
- $$5+76$$
- $$6+00$$
A circular horizontal curve has a central angle of $$39^\circ$$ and radius $$600\ ft$$. Determine the arc length of the curve.
- $$378 ft$$
- $$408 ft$$
- $$466 ft$$
- $$534 ft$$
A simple horizontal circular curve has an intersection angle of $$5.6^\circ$$. The PI is located at station $$12+45.20$$, and the degree of curve is $$4^\circ$$. Determine the station of the PT.
- $$sta 14+03.88$$
- $$sta 13+15.14$$
- $$sta 12+03.88$$
- $$sta 13+64.28$$
During one commuter peak hour, the total traffic volume is $$3500$$ passenger-car equivalents per hour. The four consecutive $$15$$-minute counts are $$650$$, $$920$$, $$1140$$, and $$790$$ vehicles. Determine the peak hour factor.
- 0.30
- 0.77
- 1.3
- 1.7
A crest vertical curve joins a $$+1\%$$ grade to a $$-3\%$$ grade. The design stopping sight distance is $$1000\ \mathrm{ft}$$, the driver eye height is $$4.0\ \mathrm{ft}$$, and the object height is $$0.5\ \mathrm{ft}$$. Determine the minimum curve length required to satisfy stopping sight distance.
- 800 ft
- 1000 ft
- 1500 ft
- 2727 ft
A vertical alignment consists of a $$+7\%$$ back grade and a $$-5\%$$ forward grade connected by an equal-tangent vertical curve of length $$1150\ \mathrm{ft}$$. The PVI is at station $$20+35$$ and elevation $$250.0\ \mathrm{ft}$$. Determine the elevation of the curve at station $$21+35$$.
- 233.23 ft
- 252.8 ft
- 254.2 ft
- 255.0 ft
A simple horizontal circular curve has a radius of $$1000\ \mathrm{ft}$$. Determine the degree of curve using the arc definition.
- $$4.00°$$
- $$5.73°$$
- $$6.00°$$
- $$12.00°$$
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