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Physics

General

Easy

Question

The resultant of two forces of magnitude 2N and 3N can never be

4 N
N
2,5 N
$\frac{1}{2}$ N

The correct answer is: $1 half$ N

Related Questions to study

The resultant of two vetoers $A with not stretchy rightwards arrow on top$ and $B with not stretchy bar on top$

The resultant of two vetoers $A with not stretchy rightwards arrow on top$ and $B with not stretchy bar on top$

Let $P space left parenthesis n right parenthesis colon n squared plus n plus 1$ is an even integer. If $P space left parenthesis k right parenthesis$ is assumed true $rightwards double arrow P space left parenthesis k plus 1 right parenthesis$ is true. Therefore $P left parenthesis n right parenthesis$ is true :

Let $P space left parenthesis n right parenthesis colon n squared plus n plus 1$ is an even integer. If $P space left parenthesis k right parenthesis$ is assumed true $rightwards double arrow P space left parenthesis k plus 1 right parenthesis$ is true. Therefore $P left parenthesis n right parenthesis$ is true :

If $P space left parenthesis n right parenthesis$ is a statement $left parenthesis n element of N right parenthesis$ such that if $P space left parenthesis k right parenthesis$ is true, $P space left parenthesis k plus 1 right parenthesis$ is true for $k element of N$ , then $P space left parenthesis n right parenthesis$ is true.

If $P space left parenthesis n right parenthesis$ is a statement $left parenthesis n element of N right parenthesis$ such that if $P space left parenthesis k right parenthesis$ is true, $P space left parenthesis k plus 1 right parenthesis$ is true for $k element of N$ , then $P space left parenthesis n right parenthesis$ is true.

parallel

The resultant of two vectors is maximum when they

The resultant of two vectors is maximum when they

$straight C with rightwards arrow on top equals straight A with rightwards arrow on top plus straight B with rightwards arrow on top$ and A=B=C Find the angle between $A with not stretchy rightwards arrow on top$ and $Error converting from MathML to accessible text.$

$straight C with rightwards arrow on top equals straight A with rightwards arrow on top plus straight B with rightwards arrow on top$ and A=B=C Find the angle between $A with not stretchy rightwards arrow on top$ and $Error converting from MathML to accessible text.$

A and $straight B with rightwards arrow on top$ are nonzero vectors. Which from the followings is true?

A and $straight B with rightwards arrow on top$ are nonzero vectors. Which from the followings is true?

parallel

$straight A with rightwards arrow on top equals$ 1+2j+2k, calculate the angle between $A with not stretchy rightwards arrow on top$ and Y axis

$straight A with rightwards arrow on top equals$ 1+2j+2k, calculate the angle between $A with not stretchy rightwards arrow on top$ and Y axis

$A with not stretchy rightwards arrow on top$ and $Error converting from MathML to accessible text.$ are in opposite direction so they are

$A with not stretchy rightwards arrow on top$ and $Error converting from MathML to accessible text.$ are in opposite direction so they are

$straight P with rightwards arrow on top$ = $Error converting from MathML to accessible text.$ is true, if

$straight P with rightwards arrow on top$ = $Error converting from MathML to accessible text.$ is true, if

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$Error converting from MathML to accessible text.$ and $Error converting from MathML to accessible text.$ are equal vectors what from the followings is true

$Error converting from MathML to accessible text.$ and $Error converting from MathML to accessible text.$ are equal vectors what from the followings is true

Which from the following is a scalar ?

Which from the following is a scalar ?

The greatest positive integer which divide $left parenthesis n plus 2 right parenthesis left parenthesis n plus 3 right parenthesis left parenthesis n plus 4 right parenthesis left parenthesis n plus 5 right parenthesis left parenthesis n plus 6 right parenthesis text if end text n element of N$ is

The greatest positive integer which divide $left parenthesis n plus 2 right parenthesis left parenthesis n plus 3 right parenthesis left parenthesis n plus 4 right parenthesis left parenthesis n plus 5 right parenthesis left parenthesis n plus 6 right parenthesis text if end text n element of N$ is

parallel

The sets $S subscript 1 comma S subscript 2 comma S subscript 3 comma horizontal ellipsis horizontal ellipsis$ are given by $S subscript 1 equals open parentheses 2 over 1 close parentheses comma S subscript 2 equals open parentheses 3 over 2 comma 7 over 2 close parentheses comma S subscript 3 equals open parentheses 4 over 3 comma 9 over 3 comma 14 over 3 close parentheses S subscript 4 equals open parentheses 5 over 4 comma 11 over 4 comma 17 over 4 comma 23 over 4 close parentheses horizontal ellipsis horizontal ellipsis$ then the sum of numbers in the set $S subscript 20$ is :

The sets $S subscript 1 comma S subscript 2 comma S subscript 3 comma horizontal ellipsis horizontal ellipsis$ are given by $S subscript 1 equals open parentheses 2 over 1 close parentheses comma S subscript 2 equals open parentheses 3 over 2 comma 7 over 2 close parentheses comma S subscript 3 equals open parentheses 4 over 3 comma 9 over 3 comma 14 over 3 close parentheses S subscript 4 equals open parentheses 5 over 4 comma 11 over 4 comma 17 over 4 comma 23 over 4 close parentheses horizontal ellipsis horizontal ellipsis$ then the sum of numbers in the set $S subscript 20$ is :

If $S subscript 1 equals left curly bracket 1 right curly bracket comma S subscript 2 equals left curly bracket 2 comma 4 right curly bracket comma S subscript 3 equals left curly bracket 3 comma 6 comma 9 right curly bracket S subscript 4 equals left curly bracket 4 comma 8 comma 12 comma 16 right curly bracket comma horizontal ellipsis horizontal ellipsis$
then sum of the numbers in the set is

If $S subscript 1 equals left curly bracket 1 right curly bracket comma S subscript 2 equals left curly bracket 2 comma 4 right curly bracket comma S subscript 3 equals left curly bracket 3 comma 6 comma 9 right curly bracket S subscript 4 equals left curly bracket 4 comma 8 comma 12 comma 16 right curly bracket comma horizontal ellipsis horizontal ellipsis$
then sum of the numbers in the set is

If $n$ is even, $S subscript n equals 1 squared plus 2.2 squared plus 3 squared plus 2.4 squared plus 5 squared plus 2.6 squared horizontal ellipsis n$ terms $equals fraction numerator n left parenthesis n plus 1 right parenthesis squared over denominator 2 end fraction$ , if $straight n$ is odd then $S subscript n equals$

If $n$ is even, $S subscript n equals 1 squared plus 2.2 squared plus 3 squared plus 2.4 squared plus 5 squared plus 2.6 squared horizontal ellipsis n$ terms $equals fraction numerator n left parenthesis n plus 1 right parenthesis squared over denominator 2 end fraction$ , if $straight n$ is odd then $S subscript n equals$

parallel

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