Home
Class 6
MATHS
overset(harr)(PQ) perpendicular to overs...

`overset(harr)(PQ)` perpendicular to `overset(harr)(RS)` is symbolically written as ______

A

`overset(harr)(PQ)botoverset(harr)(RS)`

B

`overset(harr)(PQ)|| overset(harr)(RS)`

C

`overset(harr)(PQ) ne overset(harr)(RS)`

D

`overset(harr)(PQ)=overset(harr)(RS)`

Text Solution

AI Generated Solution

The correct Answer is:
To express that line \( \overset{\harr}{PQ} \) is perpendicular to line \( \overset{\harr}{RS} \) symbolically, we follow these steps: ### Step 1: Identify the Lines We have two lines: \( \overset{\harr}{PQ} \) and \( \overset{\harr}{RS} \). ### Step 2: Understand the Perpendicular Symbol In geometry, when one line is perpendicular to another, we use the symbol \( \perp \) to denote this relationship. ### Step 3: Write the Symbolic Representation To show that line \( \overset{\harr}{PQ} \) is perpendicular to line \( \overset{\harr}{RS} \), we can write it as: \[ \overset{\harr}{PQ} \perp \overset{\harr}{RS} \] ### Final Answer Thus, the symbolic representation of \( \overset{\harr}{PQ} \) being perpendicular to \( \overset{\harr}{RS} \) is: \[ \overset{\harr}{PQ} \perp \overset{\harr}{RS} \] ---
Promotional Banner

Topper's Solved these Questions

  • UNDERSTANDING ELEMENTARY SHAPES

    SCIENCE OLYMPIAD FOUNDATION |Exercise ACHIEVERS SECTION (HOTS)|5 Videos

  • SYMMETRY

    SCIENCE OLYMPIAD FOUNDATION |Exercise MATHEMATICAL REASONING|15 Videos

  • WHOLE NUMBERS

    SCIENCE OLYMPIAD FOUNDATION |Exercise Achievers section (HOTS)|5 Videos

Similar Questions

Explore conceptually related problems

Let overset(to)(a) =2hat(i) +hat(j) + hat(k), overset(to)(b) =hat(i) + 2hat(j) -hat(k) and a unit vector overset(to)(c ) be coplanar. If overset(to)(c ) is perpendicular to overset(to)(a) " then " overset(to)(c ) is equal to

Let vec(A),vec(B),vec(C ) be vectors of length 3, 4, 5, respectively Let overset(to)(A) be perpendicular to overset(to)(B) +overset(to)(C ) , overset(to)(B) " to " overset(to)( C) + overset(to)(A) " and " overset(to)(C ) to overset(to)(A) +overset(to)(B) then the length of vector overset(to)(A) +overset(to)(B)+overset(to)(C ) is .......

The components of a vectors overset(to)(a) along and perpendicular to a non-zero vectors overset(to)(b) are …….and …….. Respectively.

If overset(to)(a) " and " overset(to)(b)_(1) are two unit vectors such that overset(to)(a) +2overset(to)(b) and 5overset(to)(a) -4overset(to)(b) are perpendicular to each other then the angle between overset(to)(a) " and " overset(to)(b) is

Consider a vector overset(rarr)F=4hat i-3hatj . Another vector that is perpendicular to overset(rarr)F is :

Which of the following is the unit vector perpendicular to ? overset(rarr)A and overset(rarr)B ?

Let overset(to)(p) , overset(to)(q) , overset(to)(r ) be three mutually perpendicular vectors of the same magnitude. If a vectors overset(to)(X) satisfies the equation overset(to)(p) xx [(overset(to)(x) -overset(to)(q)) xx overset(to)(p)] + overset(to)(q) xx [(overset(to)(x)-overset(to)(r ))xx overset(to)(q)] + overset(to)(r ) xx [(overset(to)(x) - overset(to)(p)) xx overset(to)(r )]=overset(to)(0) " then " overset(to)(x) is given by

The reaction 2NO + Br_(2) to 2NOBr , obeys the following mechanism: NO + Br_(2) overset("fast")(hArr) NOBr_(2), NOBr_(2) + NO overset("Slow")(to) 2NOBr The rate expression of the above reaction can be written as

If N_(2)+3H_(2)overset(K)(hArr)2NH_(3) then 2N_(2)+6H_(2)overset(K)(hArr)4NH_(3)-K' is equal to