An Air Force jet flying with a speed of 335m/s went past an anti-aircraft gun. How far is the aircraft 5s later when the gun was fired

Step 1: Identify the given values. The speed of the aircraft is v = 335 m/s. The time elapsed is t = 5 s. Step 2: Use the formula for distance. The distance d covered by an object moving at a constant speed is given by the formula: d = v × t Step 3: Substitute the values and calculate the distance. d = 335 m/s × 5 s; d = 1675 m The aircraft is 1675 m away.

An Air Force jet flying with a speed of 335m/s went past an anti-aircraft gun. How far is the aircraft 5s later when the gun was fired

Step 1: Identify the given values. The speed of the aircraft is v = 335 m/s. The time elapsed is t = 5 s. Step 2: Use the formula for distance. The distance d covered by an object moving at a constant speed is given by the formula: d = v × t Step 3: Substitute the values and calculate the distance. d = 335 m/s × 5 s; d = 1675 m The aircraft is 1675 m away.

Solved: An Air Force jet flying with a speed of 335m/s went…

Identify the given values.
The speed of the aircraft is $v = 335 \text{ m/s}$ .
The time elapsed is $t = 5 \text{ s}$ .
Use the formula for distance.
The distance $d$ covered by an object moving at a constant speed is given by the formula:
$d = v \times t$
Substitute the values and calculate the distance.
$d = 335 \text{ m/s} \times 5 \text{ s}$ $d = 1675 \text{ m}$
The aircraft is $\boxed{\text{1675 m}}$ away.

An Air Force jet flying with a speed of 335m/s went past an anti-aircraft gun. How far is the aircraft 5s later when the gun was fired

Answer

Step-by-step solution

Identify the given values.

Use the formula for distance.

Substitute the values and calculate the distance.

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