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Prove The Following: (i) Sin Theta /cos(90 Degree - Theta)

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Evaluate ( Sin 25 Degree / Cos 65 Degree) Square

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If 4x Tan 15 Degree Cot 36 Degree Cot 54 Degree Tan 75 Degree = 36

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Find The Value Of Cot 40 Degree / Tan 50 Degree

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Evaluate: (i) Cos 15 Degree - Sin 75 Degree (ii) Sec 49 Degree - Cosec 41 Degree

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Evaluate :(i) Sin 36 Degree / Cos 54 Degree(ii) Cot 18 Degree / Tan 72 Degree

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Draw Less Than Ogive And More Than Ogive For The Following Distribution And Hence Find Its Median

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The Frequency Distribution Of Scores Obtained By 53 Students In An Entrance Test

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If The Coordinates Of The Point Of Intersection Of Less Than Ogive And More Than Ogive

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Following Distribution Shows The Marks Obtained By 100 Students

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Draw A Less Than Type Ogive For The Following Data

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In A Class, Test Marks (out Of 80) Of Students Are Given In The Following Data

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The Following Distribution Gives The Daily Income Of 60 Workers Of A Factory

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The Following Table Gives Production Yield Per Hectare Of Wheat Of 100 Farms Of A Village

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The Following Table Gives The Height Of Trees

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Draw A Less Than Type Ogive For The Following Frequency Distribution

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Draw A More Than Type Ogive From The Following Distribution

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Change The Given Distribution To More Than Type Distribution And Draw Its Ogive

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From The Following Frequency Distribution, Prepare The "less Than" Ogive

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Evaluate Sin 70 Degree/cos 20 Degree + Cosec 36 Degree/sec 54 Degree

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If Cos(A - B) = Cos A Cos B + Sin A Sin B, Find The Value Of

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If Sec 5A = Cosec (A + 30 Degree), Where

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Evaluate Tan 50 Degree + Sec 50 Degree/cot 40 Degree + Cosec 40 Degree + Cos 40 Degree Cosec 50 Degree

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Find The Value Of (tan 1 Degree Tan 2 Degree Tan 3 Degree....... Tan 89 Degree)

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Find The Value Of (tan 1 Degree Tan 2 Degree Tan 3 Degree......... Tab 89 Degree)

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Evaluate Tan 15 Degree/cot 75 Degree + Sin 25 Degree/cos 65 Degree

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Express Cosec 48 Degree + Tan 88 Degree In Terms Of T-ratios

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Evaluate (1.) Cos 53 Degree - Sin 37 Degree

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Evaluate (1.) Sin 41 Degree/cos 49 Degree

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If A And B Are Acute Angles Such That Sin A = Cos B, Prove That (A + B)

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Prove The Following: (i) Sin Theta /cos(90 Degree - Theta)

Evaluate ( Sin 25 Degree / Cos 65 Degree) Square

If 4x Tan 15 Degree Cot 36 Degree Cot 54 Degree Tan 75 Degree = 36

Find The Value Of Cot 40 Degree / Tan 50 Degree

Evaluate: (i) Cos 15 Degree - Sin 75 Degree (ii) Sec 49 Degree - Cosec 41 Degree

Evaluate :(i) Sin 36 Degree / Cos 54 Degree(ii) Cot 18 Degree / Tan 72 Degree

Draw Less Than Ogive And More Than Ogive For The Following Distribution And Hence Find Its Median

The Frequency Distribution Of Scores Obtained By 53 Students In An Entrance Test

If The Coordinates Of The Point Of Intersection Of Less Than Ogive And More Than Ogive

Following Distribution Shows The Marks Obtained By 100 Students

Draw A Less Than Type Ogive For The Following Data

In A Class, Test Marks (out Of 80) Of Students Are Given In The Following Data

The Following Distribution Gives The Daily Income Of 60 Workers Of A Factory

The Following Table Gives Production Yield Per Hectare Of Wheat Of 100 Farms Of A Village

The Following Table Gives The Height Of Trees

Draw A Less Than Type Ogive For The Following Frequency Distribution

Draw A More Than Type Ogive From The Following Distribution

Change The Given Distribution To More Than Type Distribution And Draw Its Ogive

From The Following Frequency Distribution, Prepare The "less Than" Ogive

Evaluate Sin 70 Degree/cos 20 Degree + Cosec 36 Degree/sec 54 Degree

If Cos(A - B) = Cos A Cos B + Sin A Sin B, Find The Value Of

If Sec 5A = Cosec (A + 30 Degree), Where

Evaluate Tan 50 Degree + Sec 50 Degree/cot 40 Degree + Cosec 40 Degree + Cos 40 Degree Cosec 50 Degree

Find The Value Of (tan 1 Degree Tan 2 Degree Tan 3 Degree....... Tan 89 Degree)

Find The Value Of (tan 1 Degree Tan 2 Degree Tan 3 Degree......... Tab 89 Degree)

Evaluate Tan 15 Degree/cot 75 Degree + Sin 25 Degree/cos 65 Degree

Express Cosec 48 Degree + Tan 88 Degree In Terms Of T-ratios

Evaluate (1.) Cos 53 Degree - Sin 37 Degree

Evaluate (1.) Sin 41 Degree/cos 49 Degree

If A And B Are Acute Angles Such That Sin A = Cos B, Prove That (A + B)

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