Are solved by group of students and teacher of CA Foundation, which is also the largest student community of CA Foundation If the answer is not available please wait for a while and a community member will probably answer this soon You can study other questions, MCQs, videosValue of Sin 15 degree = (√3 1) / 2√2 Alternative Method to Determine Sin 15 Values The angle 15 0 can be written as the difference of 45 0 and 30 0 Sin 15 0 can be written as Sin (45 0 30 0) The value can be determined by using the difference formula Sin (A B) = Sin A Cos B Cos A Sin B Sin (45 0 30 0) = Sin 45 0 Cos 30 0The value of √52√6 isa√5√6 b√5−√6 c√3√2 d√3−√2 52√6=232×√2×√3 This is of the form of a2b22ab=ab2√22√322×√2×√3=√2√32So √52√6=√√2√32=√2√3Hence
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The value of 2-3(2-3)^-1 ^-1-The Questions and Answers of If a = 4√√6 √√2 √√3 then the value of a 2√2 2√3 a2√2 a2√3 is given by?Math, 0705, arpita734 The value of √(32√2) is ?
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There is a very easy mnemonic for learning their sin and cos values (tan = sin/cos, does not need to be learned independently) For 15º you can resort to the formulae for and 36º is a different kind of animal Notice that 36 = 360/10 = 180/5, and then the equation holds when , or an integer multiple of it Using the addition formulae for sin and cos several times, we can write the The value of √(3 2√2) is A √3 √2 B √3 √2 C √5 √6 D none of these asked Apr 16 in Number System by Vaibhav01 (395k points) rationalisation; If x = 1/(2 − √3), find the value of x^3 − 2x^2 − 7x 5 Ex 15,5 Important Example 19 Important If , then what will be the value of a^2b^2 ?
a=√3√2/√3√2 =(√3√2) 2 /(√3) 2(√2) 2 =322√6/32 =52√6 a 2 =(52√6) 2 =2524√6 =49√6 b=√3√2/√3√2 =(√3√2) 2 /(√Find the value of sin75 ° Solution First, we have to write the given angle 75 ° in terms of sum or difference of two standard angles So, we have 75 ° = 45 ° 30 ° sin75 ° = sin (45 ° 30 °) sin75 ° = sin45 ° cos30 ° cos45 ° sin30 ° Using the above trigonometric ratio table, we have sin75 ° = (√2 /2) x (√3 /2) (√2/2Find the probability of of getting I9 ii7 and iii6 on t;
Factorise54x6y2x3y4 I think the question isWhat is the distance between 08 and 01 According to d;The value of √(3 2√2) is A √3 √2 B √3 √2 C √5 √6 D none of these asked Apr 16 in Number System by Vaibhav01 (395k points) rationalisation;
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Transcribed image text QUESTION 2 Find the exact value of sin(1959) √2√3 2 √2√2 2 √2√3 2 √2√3 4 QUESTION 3 Find the exact value sin(sin 91 8 31 8 wool IT O 8The value of √52√6 is √3−√2 √3√2 √5√6 none of these Please scroll down to see the correct answer and solution guide If root2=14 and root3=17 find value of 4/3 root32 root 23/3 root32 root 2 No, that is too weird How about Though why you would want to go through any of that is unclear, since you apparently want to use the approximate values of √2 and √3 Just use your calculator to evaluate the original expression
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Angle a lies in the second quadrant and angle b lies in the third quadrant such that cos(a)=3/5 and tan(b)=24/7 Determine an exact value for a) cos(ab) b) sin(ab) c) sin2a TRIG/ALGEBRA 1) Find the exact value Use a sum or difference identity tan (15 degrees) 2) Rewrite the following expression as a trigonometric function of a single angle measure cos 3x The sum and difference formulas are good identities used in finding exact values of sine, cosine, and tangent with angles that are separable into unique trigonometric angles (30°, 45°, 60°, and 90°) Shown below are the sum and difference identities for trigonometric functions Addition Formula for Cosine cos (u v) = cos (u) cos (v The value of √(3 2√2) is A √3 √2 B √3 √2 C √5 √6 D none of these asked Apr 16 in Number System by Vaibhav01 (395k points) rationalisation;
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CBSE Class 9 Maths Number Systems MCQs Set B with answers available in Pdf for free download The MCQ Questions for Class 9 Number System with answers have been prepared as per the latest 21 syllabus, NCERT books and examination pattern suggested in Standard 9 by CBSE, NCERT and KVS Multiple Choice Questions for important part of exams for Grade 9 Number System and35 (3) Upvote (6) Choose An Option That Best Describes Your Problem Answer not in Detail Incomplete Answer Answer√3 2 √2 2 1 2 0 Work out the exact value of x Work out the exact value of x Work out the size of angle y Tangent State the value of tan for 0⁰ 30⁰ 45⁰ 60⁰ 0 √ √3 3 1 3 Work out the exact value of x Work out the exact value of x Work out the size of angle y Challenge Questions Show that cos 30° 4 sin 60° 3 2 tan 60° can be written in the form √𝑘 where 𝑘is an
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24/7 help from Expert Tutors on 140 subjects;Full access to over 1 million Textbook Solutions;Sin 15° = (√3/2√2)(1/2√2) Sin 15° = (√3–1)/2√2 Value of Sin 15 in Decimal Since, we know, Sin 15° = (√3–1)/2√2 Let us rationalise the denominator on the Righthand side of the above expression ⇒ (√3–1)/2√2 Multiply and divide √2 ⇒ (√3–1)/2√2 x (√2/√2) ⇒
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We know that sin(ab)=sina⋅cosbcosa⋅sinb Therefore, sin(105)=sin(6045) hence, we have sin105=sin(6045)=sin60 x cos45cos60 x sin45 = √3/2 √2/2 1/2 ,√2/2 = 1/4(√6 √2) Was this answer helpful?Click here👆to get an answer to your question ️ If √(2) = 1414,√(3) = 1732, then the value of 4/3√(3)2√(2) 3/3√(3)2√(2) is 1063 If true then enter 1 and if false then enter 0 Click here 👆 to get an answer to your question ️ find the value of (√3√2)² and (3√32√2)(3√32√2)
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the value of (3√3) (2√2) is The value of √(3 2√2) is A √3 √2 B √3 √2 C √5 √6 D none of these0 votes 1 answer If x = √3 √2/√3 √2 and y = √3 √2/√3 √2, then x^2 xy y^2 = A 101 B 99 C 98 D 102 asked Apr 15 in Number System by Madhuwant (381k points) rationalisation;
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Three parallel lines L1, L2 and L3 are such that L1 is 1 cm above L2 and L3 is 2 cm below L2 A right isosceles triangle has one of its vertices on each line What is the sum, in cm2, of all possible values for the area of this triangle?Find the exact value of cos(AB), in simplest radical form (AB) = (7√3) (2√2) / 15 c o s (A B) = 1 5 7 3 − 2 2 Hope that helps!If √ (2) = 1414,√ (3) = 1732 then find the value of 4/3√ (3)2√ (2) 3/3√ (3)2√ (2)
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Click here👆to get an answer to your question ️ If x = 2 √(3) 2 √(2) and ( x 1/x )^2 is equal to 93 30 √(6)/m , then value of m is?Table of cosines are the counted values of angles cosines noted in the table from 0° to 360° Using a table of cosines you can make calculations even if not at hand will be the scientific calculator To find the cosine of the angle is sufficient to find the value in the table Calculate the cosine of the angle cos(°) = 1 Table of cosine in radians α 0 π 6 π 4 π 3 π 2 π 3 π 2SolutionShow Solution √2 = 14 and √3 = 17 `1/ (√3 √2 )` = `1/ (√3 √2 ) xx (√3 √2)/ (√3 √2)` = ` ( √3 √2 )/ (√3)^2 (√2)^2` = ` √3 √2 / ( 3 2 )` = √3 √2 = 17 14 = 31
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Subscribe *You can change, pause or cancel anytime View Now we will find the value of f''(x) at x = π/4, we get Therefore at x = π/4, f(x) is maximum and π/4 is the point of maxima Now we will find the maximum value of sin x cos x by substituting x = π/4, in f(x), we get f(x)= sin x cos x Hence the maximum value of sin x cos x is 1/2 So the correct option is option B When we substitute the value of √5 in equation 2 –√5, we get, 2√5 = 2√5 = Since the number, – , is a nonterminating and nonrecurring, Therefore, 2 –√5 is an irrational number (ii) (3 √23) √23 (3 √23) –√23 = 3√23–√23 = 3 Since, the number 3 is rational number Therefore, (3 √23) √23 is rational (iii) 2√7
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0 votes 1 answer If x = √3 √2/√3 √2 and y = √3 √2/√3 √2, then x^2 xy y^2 = A 101 B 99 C 98 D 102 asked Apr 15 in Number System by Madhuwant (381k points) rationalisation;0 votes 1 answer If x = √3 √2/√3 √2 and y = √3 √2/√3 √2, then x^2 xy y^2 = A 101 B 99 C 98 D 102 asked Apr 15 in Number System by Madhuwant (381k points) rationalisation;How do you find the exact value of sin 105 degrees?
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Trigonometry Aptitude miscellaneous If √ 6 = 255, then the value of √ 2/3 3 √ 3/2 is ?Let the value of √ (3–2√2) is (√x √y) , accordingly (√x √y)^2 = (3 2√2) or, x y 2√ (xy) = 3 2√2 or, x y = 3 (1) , xy = 2 (2) Putting y= 3 x from eqn (1) to eqn (2) x (3x) = 2 or, x^2 3x 2 =0 or, (x 2) (x1) = 0 or, x = 2 , 1👍 Correct answer to the question The value of √(3 2√2) is eanswersin
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The value of 2 2√2 A is 2 B is greater than 2 C is 1 D cannot be found 1 mark 6 °The value of sin105 is A √3 2√2 B 1−√3 2√2 C √31 2√2 D √3 √2 1 mark 7 The sum of the finite series 123 234 345 ⋯ 𝑛𝑛(𝑛𝑛 1)(𝑛𝑛 2) is A 2𝑛𝑛(𝑛𝑛 1)(2𝑛𝑛 1)⁄6 B 𝑛𝑛(𝑛𝑛 1)(𝑛𝑛 2)(𝑛𝑛 3)⁄4 C If√2 = 1 414,√3 =1 732 then find the value of 4 3 3√3 2√2 3√3 2√2 Maths Coordinate GeometryCorrect answer to the question The value of √(32√2) is ?
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Example Laws of exponents → Chapter 1 Class 9 Number SystemsWe know that, the value of = Hence, 2 = 2× = 6 Since the number, 6, is nonterminating nonrecurring, 2 is an irrational number 2 Simplify each of the following expressions (i) (3√3)(2√2) Solution (3√3)(2√2 ) Opening the brackets, we get, (3×2)(3×√2)(√3×2)(√3×√2) = 63√22√3√6Now, let z= √ (32√2) = √ (212√2) = √{ (√2 )²}12*√2*1 = √(√2 – 1)² = √2 – 1 So y = √2 (√2 – 1 ) So the value of y = 1 Related Questions A cone is 84 cm high and the radius of its base is 21 c;
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