Name the state where Swadeshi Movement was strongest in action​

Answer:

Seniors, whose opinion I value, have supported the cause.

Seniors, whose opinions I value, have supported the cause.

1. We basically use the word "whose" to initiate a relative clause signifying possession by things, animals, and people.

2. It is used to question which individual owns or is responsible for someone or something.

3. Let us take some examples-

* Rony works with another colleague whose name I forgot.

* Birley has a 15-year-old son whose ambition is to be a cricketer.

* This is the novel whose abstract I couldn't remember.

#SPJ2

स् + त् + र् + ई + ल् + इ + ड् + ड ़ + ग् + अ ़ं = ????

स् + त् + र् + ई + ल् + इ + ड् + ड ़ + ग् + अ ़ं =​ स्त्रीलिड़्गं

Answer:

Given, a circle with centre O and tangents QR and QP from point Q and points of contact to the circle R and P, respectively.

OR ⊥ QR (radius is perpendicular to tangent)

=> ∠ORQ = 90°

Also, OP ⊥ PQ (radius is perpendicular to tangent)

=> ∠OPQ = 90°

In quadrilateral ORQP,

∠OPQ + ∠PQR + ∠QRO + ∠ROP = 360° (angle sum property)

=> 90° + 50° + 90° + ∠ROP = 360°

=> ∠ROP = 360° - 230°

=> ∠ROP = 130°

Reflex ∠POR = 360° - 130° = 230° .... (1)

∠ROP = 2∠PSR (angle subtended at the centre of the circle is twice the angle subtended at any other point on the circle)

=> ∠PSR = [tex]\frac{130}{2}[/tex]

=> ∠PSR = 65°

In quadrilateral PORS,

∠POR + ∠ORS + ∠RSP + ∠SPO = 360° (angle sum property)

230° + 20° + 65° + ∠SPO = 360° (from (1))

∠SPO = 360° - 315°

∠SPO = 45°

x + ∠SPO = 90° (∵ OP ⊥ PQ)

X + 45° = 90°

X = 45°

∴ The value of x is 45°.

Explanation:

Given, a circle with centre O and tangents QR and QP from point Q and points of contact to the circle R and P, respectively.

OR ⊥ QR (radius is perpendicular to tangent)

=> ∠ORQ = 90°

Also, OP ⊥ PQ (radius is perpendicular to tangent)

=> ∠OPQ = 90°

In quadrilateral ORQP,

∠OPQ + ∠PQR + ∠QRO + ∠ROP = 360° (angle sum property)

=> 90° + 50° + 90° + ∠ROP = 360°

=> ∠ROP = 360° - 230°

=> ∠ROP = 130°

Reflex ∠POR = 360° - 130° = 230° .... (1)

∠ROP = 2∠PSR (angle subtended at the centre of the circle is twice the angle subtended at any other point on the circle)

=> ∠PSR = \frac{130}{2}

2

130

=> ∠PSR = 65°

In quadrilateral PORS,

∠POR + ∠ORS + ∠RSP + ∠SPO = 360° (angle sum property)

230° + 20° + 65° + ∠SPO = 360° (from (1))

∠SPO = 360° - 315°

∠SPO = 45°

x + ∠SPO = 90° (∵ OP ⊥ PQ)

X + 45° = 90°

X = 45°

Answer:

Bus Topology

This single cable is commonly referred to as a backbone. Bus topology was used for early 10Base-2, ThinNet, and 10Base-5, ThickNet, coaxial cable Ethernet networks. In this topology messages sent from a node are broadcast to all nodes on the network.

ஒற்றுமைக்கு ஒரு ஆன்மீக அடிப்படை உள்ளது, அது நம் ஒவ்வொருவருக்கும் கருணை, நம்பிக்கை மற்றும் ஆழமான மற்றும் அழியாத, தெய்வீக நல்லிணக்கத்தின் வளர்ந்து வரும் பிடியில் முன்னேற உதவுகிறது. “கடவுளின் மக்கள் ஒற்றுமையாக வாழ்வது எவ்வளவு நல்லது, இனிமையானது!”