Physics, asked by rjdudro226gmailcom, 1 year ago

An object travel 16m in 4s and then another 16m in 2s . What is the average speed of the object?​

Answers

Answered by amitkhokhar
13

the average speed = total distance travelled /total time

av.speed= 16+16/4+2

=32/6

= 5.33 m/s

Answered by iTzShInNy
3

 \red \bigstar{ \underline { \underline { \bf{↬ \pink{ GiVeN}↫}}}} \purple \bigstar \\

  • An object travels 16 metre in 4 seconds .

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  • Then again it travels 16 metre in 4 seconds .

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━━━━━━━✦✗✦━━━━━━━━

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 \blue\bigstar{ \underline { \underline { \bf{↬ \red{ To \: FiNd}↫}}}} \green \bigstar \\

  • Average speed of the object, (v) ↠ ?

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━━━━━━━✦✗✦━━━━━━━━

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 \purple\bigstar{ \underline { \underline { \bf{↬ \green{ ForMuLa \: ReQuiReD}↫}}}} \pink \bigstar \\

 \small \green\bigstar {\underline {\boxed { \bf  {s = v \times t }}}}  \red\bigstar

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━━━━━━━✦✗✦━━━━━━━━

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 \small \sf Total \: distance \: travelled, \bf (s) \sf \:    \\

 \small \tt ⇢16  \: m  + 16 \: m \\

 \small \tt ⇢ \boxed{ \bf 32 \: m} \\

 \small \sf Total \: time \: taken, \bf (t) \sf \:    \\

 \small \tt ⇢4 \: s  + 2 \: s \\

 \small \tt ⇢6 \:  seconds\\

 \small \sf \: We \:  know,

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 \small \green\bigstar {\underline {\boxed { \bf  {s = v \times t }}}}  \red\bigstar \\

 \small \sf ⟹ \: 32= \: v \times 6 \\

\small \sf ⟹ \: v \times 6=32\\

\small \sf ⟹ \: v= \frac{ \cancel{32} \: metre}{ \cancel6 \: seconds} \\

\small \sf ⟹ \: v= \frac{16 \: metre}{3 \: seconds}  \\

\small \sf ⟹ \:{ \boxed {\sf {v=5.33 \: \:  m/sec}}} \\

━━━━━━━✦✗✦━━━━━━━━

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 \pink\bigstar{ \underline { \underline { \bf{↬ \purple{ ExpLore \: MoRe \: ForMuLa}↫}}}} \green \bigstar \\

  •  \small \green\bigstar {\underline {\boxed { \bf  {s = v \times t }}}}  \red\bigstar

where ,

  • s ➟ distance

  • v ➟ speed

  • t ➟ time taken

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───※ ·❆· ※───

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 \small \green\bigstar {\underline {\boxed { \bf  {v=u + at}}}}  \red\bigstar

where,

  • u ➟ Initial velocity

  • v ➟ Final velocity

  • a ➟ Acceleration

  • t ➟ time taken

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───※ ·❆· ※───

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 \small \green\bigstar {\underline {\boxed { \bf  {s=ut +  \frac{1}{2}at {}^{2}  }}}}  \red\bigstar

where,

  • s ➟ distance

  • u ➟ Initial velocity

  • t ➟ time taken

  • a ➟ Acceleration

 \\

───※ ·❆· ※───

 \\

 \small \green\bigstar {\underline {\boxed { \bf  {2as=v {}^{2}  -  {u}^{2}  }}}}  \red\bigstar \\

where,

  • a ➟ acceleration

  • s ➟ distance

  • v ➟ final velocity

  • u ➟ initial velocity

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───※ ·❆· ※───

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