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40051.

In whixh schhol do you study ....." yogita ingle " ??

Answer» Jai bharti school
EMERALD CONVENT SCHOOL
40052.

Frsd i am students of class 10 how to improve in math plz tell me

Answer» Hi. U solve many and many question in one day . Practise with ncert and examples . Ncert only gave u 70 marks . You take ques. In another
Solve only 20 questions daily from maths book u will see ur improvement , its my experience
Hi, you can improve in maths by solving more and more questions. U should know all the theorems with their proofs . U should solve all ncert questions and exampler . Even u can take help of ur teacher if u have any doubt. U can even prefer any extra or side book.? I hope it will help u some how.
Me same
40053.

>give any two real life examples for congruent shapes

Answer» Our leg and textbook
Our hand and text books
40054.

If p is a prime no.,then prove that √p is a irrational no.

Answer» Let us assume that rootp is irrational number Therefore rootp =a/ba=b×rootp a is rational number Therefore b×rootp is also rational number But rootp is irrational number Therefore rootp is also irrational number
40055.

If rlfkdjck

Answer» Are u a mental
What
40056.

Prove that the square of any positive no is of form 5q, 5q +1, 5q +4, for some integar q

Answer» This is ncert maths ques.exercise 1.1ques 4
40057.

Sold goods costing amount 12000 to Thakur and co.,issued at 20% above cost less 10%discount

Answer»
40058.

What passing marks board in2019out of 80

Answer» 35
Cbse pattern ht chuka h ab scl se kuch mark nhi milega
33% of 80....and one has to get passing marks individually in theory as well as in the 20 marks which we get from our schhol...
33
40059.

3+ root 5 is irration number

Answer» Yes bro ?? it is proved in the book?
Yes because sum of rational and irrational is always irrational.
Yes,it is
40060.

Is there anyone who can solve example no.7 of chapter 6 in maths? I did not get it

Answer» Then solve
Yes
40061.

The optional exercises are in syllabus 2018 to 2019

Answer» You can check the syllabus :\xa0https://mycbseguide.com/cbse-syllabus.html
40062.

Tan thita = 1/√3 then find out the value of 1/1+sin quee thita

Answer» Tan ©=1/√3=>©=30°now,1/1+sin^3©=1/1+(1/2)^3=1/1+(1/8)=1/(8+1)/8=1/9/8=8/9
40063.

Find the largest number which devides 615 and 963 leaving remainder 6 in each case.

Answer» I got 70 percent
I am in class 11
40064.

Imp question x class math trignometry

Answer» IMP stands for Inhe Mat Padho
40065.

Imp question in ch 3 in help book

Answer»
40066.

The cost of 40 metres of cloth is Rs 200. Find the cost of 50 meters of cloth. NCERT.

Answer» Aanchal equal to should be their
(200÷40)×50(5)×50250
250m
250
250m
It\'s correct bròooooooooooooo
(200÷40)×50=250
40067.

Find the 9th term from the end of the A.P. 5,9,13,..........185.

Answer» 37
37
37
40068.

2x-3y=4 and y-4=0

Answer» y-4=0 then y=4 to the question 2x-3y=4 then 4 value is putup on question 2x=4+3×42x=16 then x= 16/2=8 Ans
Oh soory its not 4 its 2 by mistake i wrote it 4 so x=8
Y-4=0Y=4Putting y=4in eqn.i2x-3*4=42x-12=42x=4+12X=16/4=4
40069.

Ittt7reedgui

Answer»
40070.

Show that point (6and1) (8and 2) (9and 4) (7and 3) are the vertices of parallelogram

Answer» According to the property of llgm its opposti sides r equal ...Whi laga do solve ho jayega
40071.

Find the of k for which x=1is a root of the equation xsquar+ kx+3=0 Also find other Root

Answer» Xsq +kx +3=0Putting the value of x=11+k×1+3=01+1+k+3=04+1+k=0K=-5
40072.

Isme jitna bhi samplw3sample papers hai kya ye sb 2018-19 batch ke liye hai

Answer»
40073.

Find the sum of all 2 digit odd positive no.

Answer» 99/2(2×11+98×2)
40074.

Example 14 of ncert class 10

Answer» Nishant my same qes
Yes
Chapter no.
Bolo na
Chapter no
40075.

Someone has maths exam idea please tell me promo code please please

Answer»
40076.

When datesheet will release

Answer»
40077.

TSA of hollow cylindar

Answer» 2 pie Rh+2pie rh+2pie(R square - r square)
40078.

Converse of Pythagoras theorem

Answer»
40079.

Find a cubic polynomial whose zeroes are 1/2,1,-3

Answer» 2x^3+3x^2-8x+3
40080.

The angles of a quadilateral are in AP whose common difference is 10°. Find the angles

Answer» Thank u yr
75,85,95,105
75,85,95,105By anglesum property
40081.

The length of the side in cm of an equilateral triangle inscribed in a circle of radius 8 cm is

Answer» 2*under root 35.60
40082.

In trigonometry who tho solve any equation like sin45+cos29 etc. Plz tell me.. Fastt

Answer» Ask the question i can solve
Plzz tell me
I can solve
40083.

If midpoint of the line segment joining the points p( 6,b-2 ) and (-2,4) is (2,-3) find the value

Answer» According to questionPR = RQ or R is mid-point of PQUsing mid-point formula x\xa0{tex}= \\frac { x _ { 1 } + x _ { 2 } } { 2 }{/tex}\xa0and y\xa0{tex}= \\frac { y _ { 1 } + y _ { 2 } } { 2 }{/tex}{tex}\\frac { b - 2 + 4 } { 2 }{/tex}\xa0= - 3{tex}\\Rightarrow{/tex}\xa0b + 2 = - 6\xa0{tex}\\Rightarrow{/tex}\xa0b = - 8
40084.

Write the nature of the roots of quadratic equation 7x²-4x+³=0

Answer» Root will be real nd distint
40085.

Prove that (3+2{5}) is irrational

Answer» We will prove this by contradiction.Let us suppose that (3+2 {tex}\\sqrt { 5 }{/tex}) is rational.It means that we have co-prime integers a and b such that{tex}\\frac { a } { b } = 3 + 2 \\sqrt { 5 } \\quad \\frac { a } { b } - 3 = 2 \\sqrt { 5 }{/tex}{tex}\\Rightarrow \\frac{{a - 3b}}{b} = 2{\\sqrt 5 \\,{ \\Rightarrow }}\\frac{{a - 3b}}{{2b}} = \\sqrt 5 {/tex} ....(1)a and b are integers.It means L.H.S of (1) is rational but we know that {tex}\\sqrt { 5 }{/tex} is irrational. It is not possible. Therefore, our supposition is wrong. (3+2 {tex}\\sqrt { 5 }{/tex}) cannot be rational.Hence, (3+2 {tex}\\sqrt { 5 }{/tex}) is irrational.
40086.

Find the value of K if the quadratic equation 3x^2-k√3x+4=0 has equal roots

Answer» Apply the formula D=bsquare -4ac 0=(-k root 3)square -4 (3)(4)0=3k square -48 48=3k square 48÷3=k square 16 = k square K=4,k=-4 [k will have 2 values because after doing under root we have 2 values] ..I hope it will help you .....☺
40087.

Prove that the ratio of the perimeter of two similar triangles is equal to the corresponding sides

Answer» Given\xa0{tex}\\triangle A B C{/tex}\xa0and\xa0{tex}\\triangle PQR{/tex}\xa0in Which BC= a, CA = b, AB = c and QR = p, RP = q, PQ = r.Also, {tex}\\triangle A B C \\sim \\triangle P Q R{/tex}To Prove\xa0{tex}\\frac { a } { p } = \\frac { b } { q } = \\frac { c } { r }{/tex}{tex}= \\frac { a + b + c } { p + q + r }{/tex}Proof Since\xa0{tex}\\triangle ABC{/tex}\xa0and\xa0{tex}\\triangle PQR{/tex}\xa0are similar, therefore their corresponding sides are proportional.{tex}\\therefore \\quad \\frac { a } { p } = \\frac { b } { q } = \\frac { c } { r } = k{/tex}\xa0(say) ...(i){tex}\\Rightarrow \\quad a = k p , b = k q{/tex}\xa0and\xa0{tex}c = k r{/tex}{tex}\\therefore \\quad \\frac { \\text { perimeter of } \\triangle A B C } { \\text { perimeter of } \\triangle P Q R }{/tex}{tex}= \\frac { a + b + c } { p + q + r }{/tex}{tex}= \\frac { k p + k q + k r } { p + q + r }{/tex}{tex}= \\frac { k ( p + q + r ) } { ( p + q + r ) } = k{/tex}\xa0...(ii)From (i) and (ii), we get{tex}\\frac { a } { p } = \\frac { b } { q } = \\frac { c } { r }{/tex}{tex}= \\frac { a + b + c } { p + q + r }{/tex}{tex}= \\frac { \\text { perimeter of } \\triangle A B C } { \\text { perimeter of } \\triangle P Q R }{/tex}\xa0[each equal to k].
40088.

sum of spheres

Answer»
40089.

How i can learn all values of trigonometric ratios easily?

Answer» I know a trick it is easy to do Sakshi
By applying the trickkkkk
Please write the triginometry ratio every time when doing sum
40090.

X²-(√2+1)x +√2=0 solve the equation by method of completing the square

Answer»
40091.

Prove that Tan A÷1+sec A - tan A ÷1-sec A =2cosecA

Answer» LHS =\xa0{tex}\\frac{\\tan A}{\\sec A-1}+\\frac{\\tan A}{\\sec A+1}{/tex}{tex}=\\frac{\\tan A(\\sec A+1)+\\tan A(\\sec A-1)}{(\\sec A-1)(\\sec A+1)}{/tex}{tex}=\\frac{\\tan A \\cdot \\sec A+\\tan A+\\tan A \\sec A-\\tan A}{\\sec ^{2} A-1}{/tex}{tex}=\\frac{2 \\tan A \\sec A}{\\tan ^{2} A}{/tex}\xa0[{tex}\\because{/tex}\xa0{tex}(sec^2\\theta - 1) = tan^2\\theta\xa0{/tex}]{tex}=\\frac{2 \\sec A}{\\tan A}{/tex}{tex}=\\frac{2 \\frac{1}{\\cos A}}{\\frac{\\sin A}{\\cos A}}{/tex}{tex}=2 \\times \\frac{1}{\\cos A} \\times \\frac{\\cos A}{\\sin A}{/tex}{tex}=\\frac{2}{\\sin \\mathrm{A}}{/tex}{tex}= 2 cosec\\ A{/tex} = RHS
40092.

What us square root of 3

Answer» 1.732 is square root of 3
Since the number 3 is not a perfect square hence the root for 3 isn\'t a whole numberIt is root (3) or approximately equal to 1.7302Hope it will help you.
40093.

It is given that the difference between the zeros of 4x^2-8kx+9 is 4 and k>0 then k = ?

Answer» Let, the two zeroes of the polynomial f(x) = 4x2 - 8kx - 9 be α and -α.Comparing f(x) = 4x2\xa0- 8kx - 9 with ax2+bx+c we geta = 4; b = -8k and c = -9.Sum of the zeroes = α + (-α) ={tex}-\\frac ba=\\;-\\frac{-8k}4 {/tex}0 = 2kk = 0
40094.

6a+3=9

Answer» 6a+3=96a=9-36a=6a=1
6a+3=96a=9-36a=6a=6÷6a=1
a=1
a=1
40095.

a-3

Answer» Means
40096.

If the product of zeros of the polynomial ax sq. -5x-6 is 4 ,find the value of a

Answer» Here, Product of zeroes=4 c/a = 4 -6/a = 4 (c=-6) a = -6/4 a = -3/2 (Ans).
40097.

What is euclid\'s division algorithm

Answer» Again and again use of division lemma till the ans not come
Again and again use of division lemma
a=bq+r{where o<=ra=bq+r(0<=r)
The euclid\'s division algorithm:-a=bq+r(where 0≤r
40098.

1+2+3+4+5+6+8+8+8+8+95+68+668-58

Answer» 826
40099.

If 2cos thita=underroot3, find the value of 2cos thita+1/2cos thita-1

Answer» Underroot3+1/Underroot3 -13+1-underroot3/underroot34-underroot3/underroot3 × underroot3 /underroot3 1/3 Answer
40100.

If tan theta +1upon tan theta = 2 then find tan^2theta +1 upon tan^2 theta

Answer» 2