If a spring of spring constant k is divided into n equal parts, then the spring constant of each part is

Question

If a spring of spring constant k is divided into n equal parts, then the spring constant of each part is (A) (n/n+1) k (B) ((n/n+1)) k (C) n k (D) (k/n+1)

Tardigrade Admin · Accepted Answer

When a spring constant k is cut into n equal parts, then spring constant of each part is n k.

Q. If a spring of spring constant $k$ is divided into $n$ equal parts, then the spring constant of each part is

$\frac{n}{n + 1} k$

$(\frac{n}{n + 1}) k$

n k

$\frac{k}{n + 1}$

When a spring constant $k$ is cut into $n$ equal parts, then spring constant of each part is $nk$ .

Q. If a spring of spring constant k is divided into n equal parts, then the spring constant of each part is

n+1n​k

(n+1n​)k

n k

n+1k​

When a spring constant k is cut into n equal parts, then spring constant of each part is nk.

Q. If a spring of spring constant $k$ is divided into $n$ equal parts, then the spring constant of each part is

$\frac{n}{n + 1} k$

$(\frac{n}{n + 1}) k$

$\frac{k}{n + 1}$

When a spring constant $k$ is cut into $n$ equal parts, then spring constant of each part is $nk$ .