Question

pls frnds answer it correctly ..

and don't give irrelevant answers ​

Answer 1

$\huge\mathbb\fcolorbox{pink}{lavenderblush}{♡Question}$

Find the distance & displacement by the baody from a to c in the given fig

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(See the attachment fig@_@)

Distance is the total length covered by the body.Here,Distance is the circumference of the circle.

Displacement is the shortest path covered by the body.Here,the diameter(2*radius)is the displacement of the body.

$\Huge \fbox{{\color{Proper}{\textsf {\textbf {Solution :-}}}}}$

for distance,we can use the formula $2πr$ which os the circumference. Substituting the value of radius in the equation,we get.

$2*22/7*14$

$=2*22*2$(as twice 7 is 14)

=44*2

=88 metre.

Displacement as said before is 2*radius which is 2*14 which is 28metres

Answer 2

Find the distance & displacement by the baody from a to c in the given

$\Huge\bf\underbrace{\underline{\blue \dag \green{Answer}}} </p><p>†Answer</p><p>$

Distance is the total length covered by the body.Here,Distance is the circumference of the circle.

Displacement is the shortest path covered by the body.Here,the diameter(2*radius)is the displacement of the body.

$\begin{gathered}\Huge \fbox{{\color{Proper}{\textsf {\textbf {Solution :-}}}}}\\\end{gathered} </p><p>Solution :-$

for distance,we can use the formula 2πr2πr which os the circumference. Substituting the value of radius in the equation,we get.

2*22/7*142∗22/7∗14

=2*22*2=2∗22∗2 (as twice 7 is 14)

=44*2

=88 metre.

Displacement as said before is 2*radius which is 2*14 which is 28metres