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31401.

given triangle abc similar to triangle def find triangle abc /triangle def

Answer»
31402.

Explain me covalent and ionic bond✍️✍️✍️✍️✍️????

Answer» It is science question
Koi online h kyaaaa
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Sing*** kiski id hain
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Hlw queen?
Hi
Electromagnet answer do u know any one
Hi
The bond formed by sharing of eletron between atoms called ionic bond and the bond formed by sharing of electron between two atoms called covalent bond.
Btw aapka naam?
No I Don\'t u
Do u know me Diksha?
Good afternoon all
Good afternoon miss?
Good Afternoon ?
When two elements form compounds by sharing electrons with each other,they are said to form covqlent comounds. The bond present between them is called covalent bond.
When two elements form compounds in such a way that one of the elements gain electron(s) and the other loses electrons,they are said to form ionic compounds. The bond which is present between them is called ionic bond.
31403.

Which chapter is most important in maths (standard) for board exam 2019-2020

Answer» Tri, ap, stas and cir
Circle
Triconometry, SA n volumes
Triangle
All ar important
Mensuration
31404.

What is the hcf of smallest composite and prime number

Answer» Smallest prime number = 2Smallest composite number = 42 = 2\xa0× 14 =\xa02\xa0× 4HCF(2, 4) = 2
H.C.F of two smallest composite numbers is 2 nd H.C.F of two prime numbers is 1
31405.

What is the probability of impossible event

Answer» 0
0
0
0
Nice
0
0
31406.

What is the probability of sure ivent

Answer» 1
Nice
1
31407.

Formula of Area of triangle of ch 7

Answer» Nice?
1/2[x1(y2-y3) + x2(y3-y1) + x3(y1-y2)]..
31408.

Given that HCF(306,657)=9, find LCM(306,657)=?

Answer» 22338
31409.

Solve the pair of equations : 8x+7y/xy=15 and 7x-2y/xy=5 where x, y, ≠0

Answer» Value of X=1and Y=1
8x+7y/xy=15 and 7x-2y/xy=58x+7x=15 and 7x-2x=515x=15 and 5x=5x=1 and x=1Putting x=1 in eq.(1)8x+7y/xy=158x+7y=15xy8×1+7y=15×1×y8+7y=15y8=15y-7y8=8yy=1Hence x=1 and y=1 .
31410.

Find the ratio in which the y axis divides the line segment joining the points (4,-6) and (-7,-4)

Answer» Let,A(4,-6) ,B(0,y) and C(-7,-4).AB=X1=4,Y1=-6 ,BC=X1=0,Y1=Y X2=0,Y2=y , X2=-7,Y2=-4 AB=BC(0-4) ² +(Y-6)²=(-7-0)²+(-4-Y)²16+Y²+36+2×Y×6=49 +16+y²-2×-4×-y16+y²+36+12y=49+16+y²+8y52+y²+12y=55+ý²-8y
Pg 166 example 9
You can take help from book
31411.

What is biquadratic

Answer» A quadratic equation which have degree 4 is called as Biquadartic equation.
31412.

In triangle ABC , write sin A+B/2in terms of angle C

Answer» We know that in triangle ABCAngle (A + B + C) = 180Transfer angle on right side,Angle(A+B) = 180- Angle CDividing 2 on both side , we getAngle(A+B)/2 = 90 - Angle C/2Multiply sin on both sidesin A+B/2 = sin(90-C/2)sin A + B/2 = cos C/2
31413.

If S7=49 and S17=289 then find Sum of n terms.

Answer» Formula of first n terms in AP = {tex}S_n = \\frac{n}{2}(2a+(n-1)d){/tex}Substitute n = 7So,{tex} S_7 = \\frac{7}{2}(2a+6d){/tex}{tex}49 = \\frac{7}{2}(2a+6d){/tex}{tex}49 \\times \\frac{2}{7} = 2a+6d{/tex}14= 2a+6dSubstitute n = 17{tex}S_{17} = \\frac{17}{2}(2a+16d){/tex}{tex}289 = \\frac{17}{2}(2a+16d){/tex}{tex}289 \\times \\frac{2}{17} = 2a+16d{/tex}34= 2a+16d34= 2a+10d+6dUsing A34= 14+10d20 = 10dd=2Substitute the value of d in A14= 2a+122= 2aa=1So,\xa0{tex} S_n = \\frac{n}{2}(2(1)+(n-1)2){/tex}{tex}S_n = \\frac{n}{2}(2+(n-1)2){/tex}\xa0
31414.

the points (7,2)and (-1,0) lie on a line ?

Answer» The given points are (7, 2) and (-1, 0)The slope of the line is given by{tex}m=\\frac{y_2-y_1}{x_2-x-1}{/tex}Substituting the values{tex}m=\\frac{0-2}{-1-7}\\\\\\\\m=\\frac{-2}{-8}\\\\\\\\m=\\frac{1}{4}{/tex}Point slope form of a line is given by{tex}y-y_1=m(x-x_1)\\\\\\\\y-2=\\frac{1}{4}(x-7)\\\\\\\\4y-8=x-7\\\\\\\\4y=x+1{/tex}\xa0
31415.

Nature of root

Answer» And If D<0,then no real roots
If D>0 ,then real and different rootsIf D=0 ,then real and equal roots
31416.

To prove fundamental theorem of arthematic

Answer»
31417.

the given term a, b and c are in ap the sum of given ap is 22 and a×b×c=1155 find a, b and c

Answer»
31418.

The pth term of an A.P is 1/7 (2p-1). Find the sum of its first n terms

Answer» Aap AP mein se hi itne sum Kyon solve karti ho
31419.

cos38° cos52° - sin38° sin52° =0

Answer» Yes answer is zero
Ncert solution m h
1/1+sin square A+1/1+cos squareA+1/1+sec square A+1/1+cos square A=2
RHS Cos 38* cos 52* --- sin 38* sin 52*Cos(90-52) cos (90-38) - sin 38* - sin52*Sin 52* × sin38* - sin 38 * - sin 52* = 0
therefore, LHS=RHS=0
hum ques ko iss form me likh skte h....becoz of identity that sin theta= cos(90°-theta)....sin52°sin38°-sin38°sin52°=0
31420.

Is there any difference between perimeter and circumference of a circle of radius ,r

Answer» Mathematically there is no difference but there may be any difference due to English grammar.
No there is not any diff. Between circumference and perimeter
No, perimeter is circumferance of circle.
31421.

How to learn volumes and surface areas formulas??

Answer»
31422.

(sin*/cosec*-1)+(cos*/1+sec*)=sin*cos*/sin*-cos*

Answer»
31423.

Write the area of semi circle of diameter

Answer» πd^2/4
Sorry area would be pie r sq./ 2
Pie r + 2 r
31424.

Write the area of semi circle of diameter \'d\'?

Answer» Area of circle = πR2Area of cemicircle =1/2 πR2 = 1/4 π(R) x (2R) =1/4 πR2\xa0= πD2/4
31425.

The value of k for which the system of equation is 2x+y-3=0 and 5x+ky+7=0 is incostistant is

Answer»
31426.

The LCM of smallest two digit composite number and smallest composite number isA) 12B) 4C) 20D) 44

Answer» 2
Smallest 2 digit composite number = 10 Smallest composite number = 4 So, LCM = 20...
4
How can you give me the solution for this answer
C)20
31427.

Express 65 and 117 in the form of 65m and 117n

Answer» M = 2 and n = -1
31428.

A bicycle be makes 5000 revolution in moving 11km.Find diameter of a wheel ?

Answer» D=70cm
2πr×5000=11000mSo πr=11000÷10000=11/10mr=11×7/10×22=7/20mr=7/20m
31429.

Pythagoras prove

Answer»
31430.

What is the value of cos 90 degrwe

Answer» 0
0
0
0
31431.

(Sec A + tan A -1 ) (Sec A - tan A +1 ) = 2 tan A

Answer» Question is wrong lhs=2 not 2tanA
1+2tanA -1 => 2 tanA..
LHS - (SecA)^2 - (tanA-1)^2 Sec^2A - (tan^2 - 2tanA+ 1) Sec^2A - tan^2A + 2tanA - 1 1+2tanA -1 Now, LHS = RHS. So, it\'s prove..
31432.

Maths AP main question

Answer» From this chapter ques of 3marks only came
5.3 q4 to 20 main and 5.3 q3 4 mark q very main
31433.

Find the lcm 200

Answer» 2×2×2×5×5
31434.

X2+4k+k

Answer» X2+5k
31435.

The nth term of an ap is 2n + 1 then the sum of n terms of an ap is

Answer» n(n+2)
An= 2n+1If n=1, than A1(first term of AP)= 2×1+1=3A2= 2×2+1= 5From A1 and A2 we can get common difference=5-3=2Sum of n terms =(n/2)[2a+(n-1)d]=(n/2)[2×3+(n-1)2]=(n/2)[6+2n-2]=(n/2)[4+2n]=(n/2)×2[2+n]=n(2+n)=n^2+2n
31436.

A30-a200 of term of ap 3,7,10

Answer» -680
31437.

To verify euclid division lemma

Answer» LCM(a × b) × HCF(a ×b) = a×b
31438.

Leaders set high standards. Refuse to tolerate mediocrity or poor performance......singh pk?

Answer» ??????
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Yeah ?
???
31439.

Construction circle

Answer» ??
31440.

The 4th term of AP is 14 and its 8th term is 30 . Find its first term and the last term

Answer» A=2 and D=4??
a + 3d = 14 ------(1) , a+7d = 30-----(2). Solve, both the equations, yoy will get the answer..
31441.

Blue print mill gaya kya

Answer» Standrad or basic
31442.

What is emperical probability??

Answer» Jab net chalega.??
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??
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Empirical probability can be defined as the number of outcomes in which a specified event occurs to the total number of trials.
31443.

What is ythe formula of polynomial

Answer»
31444.

Class10 lab activity 13 Introduction of Trigonometry observations

Answer»
31445.

The product of the zeroes of -2xx+kx+6

Answer»
31446.

Prove that a rectangular circumscribing a circle is a square

Answer» Diagram toh nhi kar sakti...Given: abcd is a rectangle circumscribing a circle.Ab = dcAd=bcYe do eq. One h.....reason (opposite sides of rectangle r equal)To PT: abcd is a sq.Proof: Tangents frm an external points to the circle are equal.Therefore,ap=as.......eq 2Bp=bq...........eq 3Dr=ds.......eq 3Cr=cq.........eq 4By adding these equationsAb+bp+dr+cr=as+bq+ds+cqAb+bp+dr+cr=as+ds+bq+cqAb+dc=ad+bcAb+ab=ad+ad(from eq 1)2ab=2adAb=adHence proved
31447.

Show that the points (4,2), (7,5) and (9,7) are collinear

Answer» 1/2{4(5-7)+7(7-2)+9(2-5)1/2{-8+35-27}1/2×0=0
1/2[4(5-7)+7(7-2)+9(2-5)]=0
31448.

Easy method to find square root

Answer» U can find the method in 8 class maths book
Better to search on goggle
Yes
31449.

If the points (-2,-1),(1,0),(x,3) and (3,y) form a parallelogram fond the value of x and y

Answer» And bisect each other at o p (x y)=-2+x/2;-1+3/2=-2+x/2;2/2=-2+x/2;1 From point A and C since pxy is the mid point of AC From point B and D p(xy )=3+1/2;y+0/2=2;y+0/2-2+x/2=2Y+0/2=1On. Solving this equation we get x=2, y=2
Let ABCD is a parallelogram
31450.

Formulas of chapter 3

Answer»