The minimum value of $15$ min peak hour factor on a section of a road is

0.1

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0.2

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0.25

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0.33

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Solution

The correct option is C $0.25$
$15 m i n$ peak hour factor is used for traffic intersection design
$P H F = \frac{(V)}{4 \times V_{15}}$
$V =$ Peak hourly volume $(i n \frac{v e h .}{h r})$
$V_{15} =$ Max $15$ Min Vol. within the peak hr(veh.)
Max value is $1.0$ & min value is $0.25$

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The minimum value of 15 min peak hour factor on a section of a road is

The correct option is C 0.2515 min peak hour factor is used for traffic intersection design PHF=(V)4×V15 V= Peak hourly volume (inveh.hr) V15= Max 15 Min Vol. within the peak hr(veh.) Max value is 1.0 & min value is 0.25

The minimum value of $15$ min peak hour factor on a section of a road is

The correct option is C $0.25$
$15 m i n$ peak hour factor is used for traffic intersection design
$P H F = \frac{(V)}{4 \times V_{15}}$
$V =$ Peak hourly volume $(i n \frac{v e h .}{h r})$
$V_{15} =$ Max $15$ Min Vol. within the peak hr(veh.)
Max value is $1.0$ & min value is $0.25$