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35701.

1+sec-tan/1+sec+tan=1-sin/cos

Answer» We have to prove that\xa0{tex} \\frac { 1 + \\sec \\theta - \\tan \\theta } { 1 + \\sec \\theta + \\tan \\theta } = \\frac { 1 - \\sin \\theta } { \\cos \\theta }{/tex}Recall identity sec2\xa0θ – tan2θ = 1Here, LHS\xa0{tex}= \\frac { 1 + \\sec \\theta - \\tan \\theta } { 1 + \\sec \\theta + \\tan \\theta }{/tex}{tex}= \\frac { \\sec ^ { 2 } \\theta - \\tan ^ { 2 } \\theta + \\sec \\theta - \\tan \\theta } { 1 + \\sec \\theta + \\tan \\theta }{/tex}{tex}= \\frac { ( \\sec \\theta - \\tan \\theta ) ( \\sec \\theta + \\tan \\theta ) + ( \\sec \\theta - \\tan \\theta ) } { 1 + \\sec \\theta + \\tan \\theta }{/tex}\xa0[ because, a2\xa0– b2\xa0= (a – b)(a + b)]{tex}= \\frac { ( \\sec \\theta - \\tan \\theta ) [ \\sec \\theta + \\tan \\theta + 1 ] } { ( \\sec \\theta + \\tan \\theta + 1 ) }{/tex}= sec θ – tan θ{tex}= \\frac { 1 } { \\cos \\theta } - \\frac { \\sin \\theta } { \\cos \\theta }{/tex}{tex}= \\frac { 1 - \\sin \\theta } { \\cos \\theta }{/tex}\xa0= RHSHence, proved.
35702.

Ncert. All questions. Some applications of trigonometry

Answer» Please read all the t ratios and value then try to make itself ?
35703.

If the CSA of cylinder is "A " and its volume is "V" then prove that 2V= AR ???

Answer»
35704.

Proof 2 is irrational no.

Answer» this question is from ncert book you cn see the answr on page nmbr 12 theorem 1.4
Route 2 is irrational not 2
2 is not an irrational number
35705.

Find the sum of first 22 term of an AP in which d=7 and 22nd term is 149

Answer» 22nd term=149 =›a+21d=149 =›a=149-147 =›a=2 rest do yourself
35706.

Can u explain me the thm 6.7 from triangles or the SSS criteria

Answer» Yes
35707.

In a rectangle ABCD, AB = 20 CM , angleBAC= 60° calculate the side DC and diagonal AC and BD

Answer» DC = AB = 20 cm (given); AC = BD = 40 cm(given) cos60° = B/H => 1/2 = 20/H => H=40 cm.
Apply trigonometry?
35708.

To proveUnder route (1+sinA/1-sinA)= secA + tanA

Answer» I want it\'s solution
Its ncert question u can see in ncert solutions
35709.

To prove3 - 4 sin square A / cos square A = 3 - tan square A

Answer»
35710.

If X =a+b, Y =aw+bw , Z = aw^2 +bw I.e show that. X^2 + Y^2 + X^2 =6ab

Answer»
35711.

Sum of zeroes of polinomial

Answer» Sum of zeroes = -b/a
how occurs in different form example
Write a question bro
35712.

SecA-tanA=√2tanA prove that secA+tanA=√2secA

Answer»
35713.

find the value of p if px+2y=5, 3x+y=1 if they have exactly one solution

Answer» Ypu can fimd the answer wid diff nos.
Let the value of x in 3x+y=1 be 1 suppose (assumed)3+y=1y=3-1y=2Now in eq.px+2y=5y=2px+2(2)=5px+4=5Let x be 1p+4=5p=5-4p=1Please correct me if i am wrong
35714.

Find 5⃣ rational number between 3by5and 4by5.

Answer» Let ,x=3by5 and y=4by5.D=(Y-xupon N+1) formula. N is the number, whose find you. 4by5-3by5 upon 5+1.3-4/5/6= -1by30D= -1by30.then,X+d=3by5+(-1by30)=17by30.X+2d=3by5+(-1×2by30)=16by30X+3d=?X+4d=?X+5d=?Please try again you Thanks
35715.

xcube+1uponxcube=110 find x+1uponx

Answer»
35716.

What is the common difference of an ap if its nth term is 7n -1

Answer» 7
5
35717.

1/α +1/β =

Answer» α+β/αβ
35718.

Explain why 3×-5×7+7 is a composite number.

Answer» We have, (3\xa0× 5\xa0× 7) + 7 = 105 + 7 = 112Prime factors of 112 = 2\xa0× 2\xa0× 2\xa0× 2\xa0× 7 = 24\xa0{tex} \\times {/tex}\xa07So, it is the product of prime factors 2 and 7, i.e. it has factors other than 1 and itself. Hence, it is a composite number.
35719.

Range of sinx

Answer» -1,1
35720.

For which value of k will the following pair of linear equations

Answer»
35721.

Is their any trick to solve trignometric problems??

Answer» Sin=per./hyptCos =base/hypt Tan=per./base Cosec =h/pSec=h/bCot=b/hU can learn this like Pandit bhole prasad hr hr bhole I don\'t know any other triick
YaaaaLearn all the identities
Yes,practice is the only way to solve trignometric problems.
35722.

The 10th term of the A.P ,is 2,7,12,.....is

Answer» And formula is a+(n-1)×d
2+(10-1)×4=2+9×4=2+36=38
A = 2 D = 5 A*10 = 2 + ( 10 - 1 ) × 5 = 47 •• 47 is the 10th term of this A.P. .
35723.

Koi toh bta do yrr board exams march me hoga ya feb or april?????????

Answer» Mostly march me hoga
14 Feb se hi hoga BEST OF LUCK
# shivam mathur.... howz it exactly feb 7??
7 feb
March me
35724.

Tomorrow I have mathematics exam so all are prayer for me

Answer» I nk u must get fail
all the bst for your exams
Nannayi score cheyyu!!( All the best!!) ?
Tomorrow I have unit test
Yeah?????
35725.

Guys frm tmrw r half-early xams r going to begin...tmrw is math...?? Prepared but a bit fear..

Answer» All the best shreya
Have a chill pil
Mineis nahi mine
Mineis on 17th October well best of luck
Me to...
35726.

If a-b, a, a+b are the zeroes of polynomial f(x)=2x^3-6x^2+5x-7,write the value of a

Answer» Given polynomial is p(x) =\xa02x3 - 6x2 + 5x - 7Let\xa0{tex}\\alpha{/tex}\xa0= (a - b),\xa0{tex} \\beta{/tex}\xa0= a and\xa0{tex}\\gamma{/tex}\xa0= ( a + b)\xa0Now,\xa0{tex} \\alpha + \\beta + \\gamma{/tex}\xa0=\xa0{tex}-\\frac{(-6)}{2}{/tex}\xa0= 3⇒ ( a - b) + a + (a + b ) = 3⇒ a - b + a + a + b = 3⇒ 3a = 3\xa0⇒ a = 3/3⇒ a = 1So the value of a in given polynomial is 1.
35727.

What is the comman difference if the AP is 2,4,6,8...... ?

Answer» Formula for common difference is T2-T1 =term 2 -term1 =4-2 = 2 Hence common difference is 2
2
Thus the common difference is 2 of given AP
Common difference,d=term 2-term1 That is d=4-2=2Thus
2
35728.

If we write solution as per your app same to same in exam then it will be right

Answer» Yes of course the person who is giving solution or any answer of any question will not give you wrong
35729.

Show that every positive odd Integer is the form 4q+1 or 4q+3 for some integer q.

Answer» By euclid\'s division algorithm we know that a =bq+r as in the question it is given as 4q+1;then b=4 and as we know 0
2
35730.

(A*B)2

Answer» 2AB if 2 is not power or AB² if 2 is a power
35731.

(Cot A divided by cosec A +1 ) + (cosec A +1 divided by cot A) = sec A

Answer»
35732.

Three digit number divisble by 7

Answer» No, the first term is 105 and last term is 994
128 is ans
35733.

8+8×8÷8

Answer» 16
That\'s wright answer is 16
16
16
8 + 8 × 8 ÷ 8= 8 + 8 × 1= 8 + 8= 16
Using rule of BODMAS . Its answer is 16
16
35734.

Hii everybody anybody online....

Answer» Still they are going on .yours over?
Half yearly exam is over Aachal..
Hi
35735.

Sec²a-1/cot²a =?

Answer» tan4a here 4 is the power of tanA(tan ki power 4)
1
35736.

Find the distance from the origin (6,-8

Answer» 10
-2
35737.

10101.101÷1.01

Answer» 101001.09.0099.00999
10,001.090099009
10001.09009
35738.

Is trigonometry comes apart from ncert in class 10 boards

Answer» Trigonometry is a basic subject of maths if you know all formulas of trigonometry you can do any questions of it.There are 75percent chances that it come out of ncert?
35739.

Hcf of 43 and 255 by EDL

Answer» 255 = 43×5+4043 = 40×1+340 = 3×13+13 = 1×3+0Thus, HCF (255,43) = 1
35740.

Is ncert sufficient for class 10 boards

Answer» No NCERT is not sufficient for board exam to bring good marks.You can just pass
NCERT is the base but its importance to practice from other reference books also....
I don\'t think soo?
Ofcourse
Yess bro
35741.

sin/cos=

Answer» Tan
Tan
Tan
tan
Tan
35742.

find the value of (1-sin2A) (sec2A)

Answer» 1
35743.

How to proff sin2+cos2=1

Answer» = sin2+ (1- sin2) = 1 = RHS (proved) {°•° cos2 = 1- sin2}
How
Sinø = p/hCosø = b/hNext add their squares and u will get 1
35744.

If tan a = 2 - 4 by 3 find sin and Cos A Angle A is greater than zero and less than 180 degree

Answer» sina=2/root13cosa=3/root13
35745.

mean of 25 observation is 27 and each observation is deceased by 7 what will be the new mean

Answer» Ex 6.2
35746.

Find the 6th term from the end of the AP 203,210,217..............896?

Answer» 861
35747.

For what value of x will points (x,1),(2,1) and (4,5) lie on the a line?

Answer» x=2 Find using ar(triangle ABC) =0
Find it with the help of formulae-Ac=ab+bc
35748.

When is cbse board exam

Answer» February-march
35749.

Of the diagonal of a parallelogram is equal to the square of its side

Answer» no
No ,
35750.

ಬಿ ಪಿ ಟಿ therom

Answer» Thales Theorem
Type in hindi