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12701.

In an Ap the common difference (d) is 4, and the seventh term (a7)is 4.then find the first term

Answer» As a +6d=4Nd d=4Then, a+24=4a=-20
12702.

Good luck guys fot ours maths exam

Answer» Same to you
For*
12703.

Amu entrance kaun kaun dega?

Answer»
12704.

Find the coordinates of the point on y-axis which is nearest to the point (-2,5)

Answer» (0,5)
12705.

Best of luck to everybody ❤

Answer» Same to you
12706.

Exersice 2.4

Answer»
12707.

Tigometri ratios

Answer» Sry in 8th pg.185
In 9 th chapter
12708.

Ex.2.4

Answer»
12709.

What have probality of Jack in cards

Answer» 4/52
12710.

Area×rate=

Answer»
12711.

CSA of frustum cone

Answer» π(r1+r2)l
πl(r + R)
12712.

All the best guys..??????????

Answer» Thanks and same 2 uZ?????
Welcome and thanks
Thanx..
Thank ☝
Thanks Shivani same to u :-)
12713.

Thales sheoran

Answer» Basic proportionality theorm thales theorm
???
12714.

Explain basic proportionality theorm

Answer» Given :\xa0In {tex}\\triangle A B C{/tex}, DE || BC and intersects AB in D and AC in E.\xa0Prove that :\xa0{tex}\\frac{AD}{DB} = \\frac{AE}{EC}{/tex}Construction:\xa0Join BC, CD and draw EF {tex}\\perp{/tex} BA and DG {tex}\\perp{/tex} CA. Now from the given figure we have,EF {tex}\\perp{/tex} BA (Construction)EF is the height of ∆ADE and ∆DBE (Definition of perpendicular)Area({tex}\\triangle{/tex}ADE) ={tex}\\frac{AD.EF}{2}{/tex} .....(1)Area({tex}\\triangle{/tex}DBE) = {tex}\\frac{DB.EF}{2}{/tex} ....(2)Divide the two equations we have{tex}\\frac{Area \\triangle ADE}{Area \\triangle DBE} = \\frac{AD}{DB}{/tex} .....(3){tex}\\frac{Area \\triangle ADE}{Area \\triangle DEC} = \\frac{AE}{EC}{/tex} .....(4)Therefore, {tex}\\triangle \\mathrm{DBE} \\sim \\triangle \\mathrm{DEC}{/tex} (Both the ∆s are on the same base and\xa0between the same || lines).....(5)Area({tex}\\triangle{/tex}DBE) = Area({tex}\\triangle{/tex}DEC) (If the two triangles are similar their\xa0areas are equal){tex}\\frac{AD}{DB} = \\frac{AE}{EC}{/tex}\xa0[from equation 3,4 and 5]Hence proved.
12715.

Explian Pythagoras Theorum

Answer»
12716.

ALL THE BEST FOR YOUR MATHEMATICS EXAMINATION???????????????

Answer» Hum... All the best for your \' maths\' \' exam\'
Same to u
Thanks and Same to you??
Thanks........
Same to you??
12717.

Is maths your favourite subject?

Answer» Yes
Is it ur favourite subject?
Ya I love maths
Yes Most favourite Yours ??
Probably its a "no"
Yes
Not at all..
12718.

Wish you all the best for maths exam . ?????

Answer» Thanks and same 2 u
12719.

In fig. Abcd is a rectangle find the value of x and y where Ab = 30cm and bc=x-y ,cd=x+y da=14cm

Answer» x=22,y=8
12720.

Which lesson is difficult?

Answer» Depends on you
All are easy
12721.

ABCD is a rectangle with DA14cm andAB 30cm find the value of x and y

Answer» What is x and y?
12722.

How to do Exercise 11.2 second question ??

Answer»
12723.

In triangle A B C is perpendicular to BC prove that AB2+CD2=AC2+ BD2

Answer»
12724.

Guys all the best for exam

Answer» Hmm.May God bless all.
Thanks and same to you too hope for the best
Hope the exam would be easy so that everyone can score above 80
Thanks and same to you ?
12725.

Give that root2 irrational,prove that (5+root5)is an irrational

Answer»
12726.

Can someone tell me about euclid division lemma?

Answer» It states that a and b are positive integers such that a > b and \'q\' and \'r\' as quotient and remainder and take a as dividend and b as divisor •• • a= bq + r
It states that for any positive integer a and b there exists unique integers q and r which satisfies a = bq + r 0 (less than or equal to) r (less than ) b
a=bq+r
12727.

√2 is rational number

Answer» No
No
12728.

√2 is irrational number

Answer» I mean yes
No
Apna number de ,photo bhej doonga
Yes
12729.

Cos square 67 subtract sin square 23

Answer» 0As cos square 67 = sin square (90 - 67) = sin square 23Sin square 23 - sin square 23 = 0
12730.

PQ parallel BC and AP:PB=1:2 find area of triangle ABC AND APQ

Answer» It is 1 : 9
12731.

find the distance of a point P X Y from the origin

Answer» Kya de
Puundda de
12732.

Find the distance of a point p(x, y) from the origin

Answer» Let the origin be O and the coordinates of the origin are (0,0)We can find the distance of P from the origin by using the distance formula, i.e.OP =\xa0{tex}\\sqrt{x^2 + y^2}{/tex}
12733.

Is the questions in boards is exactly coming as given in BLUE PRINT of Xam Idea?

Answer» No .not of any guides or reference books.only simple and mindblowing questions would appear
Yes
12734.

What is the HCF of smallest prime and composite number

Answer» 2
HCF is 2
2
12735.

Kaisa hoga maths ka paper bro bhut Dar lg raha h

Answer» Padhai karo easy hoga
Kya kre kuch samaj nhi aa rha hai
Mujhe bhi yrrr
12736.

What is the Hcf of smallest prime numbers and composite no

Answer» 2
12737.

Best of luck friends nd God bless you

Answer» Thnk n u too
12738.

Please tell me the weightage pf all chapter in math

Answer»
12739.

Train travel 360

Answer» To kya kre
12740.

It\'s maths exam ask maths questions rather than an.

Answer»
12741.

Value of sin 120 & cos 120

Answer» Sin 120 = sin 60 and cos 120 = - cos 60
Bhai galat lage to calculator me nikal ke dekh le
Sin120=cos30.........cos120=sin30
Sin 120 =under root 3/2
12742.

Oh!!!! Tommorow is paper my god soo worrid ???kya hoga yrr

Answer» Kaisaa paper aaega
Noo yrr fir bhi
U r right
Arey MATHS hai.. Der toh Sst ka hota hai..
Yaar relaxe kar ......kal last paper hai ........dar mat paper ache se nhi hoga
Kuch khass nhi hoga ?
12743.

Hii guys how you prepration is going in maths

Answer» Good
In smartly way
12744.

All the best everyone....?

Answer» Thank u and same to u
Thank you
Thank u ......same to u
12745.

Does anyone complete studying Maths

Answer» Ya full rd sharma
Hi
Nope
Yups
Yes
12746.

All Formulas of chapter 1

Answer»
12747.

If the equation [1+mm square

Answer» Ky puch raha he
12748.

Guys ho gyi preparation?

Answer» Hi
Hi
Meri bhi
Kab ki kar li
12749.

Gah

Answer»
12750.

All the best for tommorows exam

Answer» Thank u and same to you ??
Thanku bro and same to u