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33751.

Explain mid term spreet formula

Answer»
33752.

(8 root under 2 + 3 root under 5 ) ( 3 root under 2 + 6 root under 3)

Answer»
33753.

Solve the following pair of linear equations by the substitution method :-S-t=3S/3+t/2=6

Answer» s-t=3....1s/3 +s/2=6......2from eq 1 we get, s=3+tPutting this value of s in eq 2 .3+t/3 + t/2 = 6 6+2t+3t/6=66+5t=6×6 6+5t=36 5t =36-65t=30 t=6 now ,substituting this value of t in eq1 s-6=3 s=3 + 6s=9
Ok brthr so do..
I can do it
S-t=3.......1S/3+1/2=6............2Using equation (1) we can say that S=3+tPutting in equation (2)We get3+t/3+t/2=66+2t+3t/6=65t+6=365t=30t=6Putting the value of t in equation 1We get S-6=3S=3+6S=9
Mere bhaiyo or unki bhno koi h kya kr do plz
?hey can anyone solve this ques...
33754.

Hello sir/mam ...plz send the syllabus of maths in PDF...

Answer»
33755.

Prove that under root 2 is irrational

Answer» Check ncert example
33756.

The angles of a triangle are in AP the greatest angle is twice the least find the all angles

Answer» Let the three angles of triangle which are in A.P. be a - d, a, a + dNow, sum of the angles = 180°{tex}\\Rightarrow{/tex}\xa0a - d + a+ a + d =\xa0180°{tex}\\Rightarrow{/tex}\xa03a = 180°{tex}\\Rightarrow{/tex}\xa0a = 60°It is given that,a + d= 2(a - d){tex}\\Rightarrow{/tex}\xa0a + d = 2a - 2d{tex}\\Rightarrow{/tex}\xa0a = 3d{tex}\\Rightarrow{/tex}\xa060° = 3d{tex}\\Rightarrow{/tex}\xa0d =\xa020°Thus, the angles of triangle are 40°, 60°, 80°.
33757.

The angle of a quadrilateral are in AP whose common difference is 10 find the angles

Answer» Let the required angles be (a - 3d)°, (a - d)\xa0°, (a + d)\xa0°\xa0and (a + 3d)\xa0°Common difference = (a - d) - (a- 3d) = a - d - a + 3d = 2d\xa0We are given that Common difference = 10°{tex}\\therefore{/tex}2d = 10°\xa0= d = 5°We know that sum of four angles of quadrilateral = 360°{tex}\\Rightarrow{/tex} (a-3d)o +(a-d)o+(a+d)o+(a+3d)o=360o4a=360oa={tex}\\frac{{360}}{4}{/tex}=90o{tex}\\therefore{/tex}a=90o and d=5oFirst angle = (a - 3d)°\xa0= (90 - 3\xa0×\xa05)\xa0°\xa0= 75°Second angle = (a - d)° = (90 - 5)\xa0°\xa0= 85°Third angle = (a + d)° = (90 + 5°) = 95°Fourth angle = (a + 3d)° = (90 + 3\xa0×\xa05)° = 105°
33758.

All formulae prove questions of chapter 8 exercise 8.4

Answer»
33759.

2.2 ka phla question

Answer» X²—2x—8X²-4x+2x-8X(x-4)+2(x-4)(X+2)(x-4)The value of zero. Product of zero X+2=O. X-4=OX=-2 x=4Let ã=-2. b=4Song of zero (ã+ b)=b/ã=2/1Product of zero( minus 2 x 4)=-8/1
NCERT sol. are in this app
33760.

Proof euclid division.

Answer» Sub and put the sub to first eq.
33761.

Who makes the subject math

Answer» You.......
Absbhhd ne
33762.

find the four consecutive odd numbers whose sum is 128

Answer» x+x+2+x+4+x+6=128=4x+12=128=4x=128-12=4x=116=x=116÷4=x=29Consecutive odd number are29,31,33,35
33763.

Class 10th ka result kab nikalega

Answer» Delhi m to 10th walo ka result 30may ko h or khin mje confirm ni pta l....
I think it will be on 31may
Shi shi btaoo yl kb nikalega 10th ka result
Koi bolta h 3 june ko aur koi aur bolta h 30 ya 31 may ko
33764.

^6

Answer»
33765.

X×x -2(1+3k)x +7(3+2k)=0 find k

Answer»
The given equation is x² -\xa02x(1 + 3k) +7(3 + 2k) = 0\xa0or x² - 2(1 + 3k)x +7(3 + 2k) = 0\xa0It is given that the given quadratic equation has equal roots,\xa0⇒ b² -4ac = 0In the given equation we have,a= 1, b = - 2(1 + 3k) and c= 7(3 + 2k)\xa0Now b² - 4ac = 0 ⇒ [ - 2(1 + 3k)\xa0]² - 4\xa0×1×7(3 + 2k) = 0\xa0⇒ 4×(1 + 3k)² - 4×7(3 + 2k) = 0⇒ 4(1 + 9k² + 6k) - 4(21 +14k) =0⇒ (1 + 9k² + 6k) - (21 +14k) = 0\xa0⇒ 1+ 9{tex}k^2{/tex}+ 6k - 21 - 14k = 0⇒ 9k² - 8k - 20 = 0\xa0\xa0Factorize\xa0above equation\xa0we get\xa0 9k² - 18k + 10k - 20 = 0⇒ 9k( k- 2) + 10(k -2) =0\xa0Therefore, either 9k +10=0 and k -2 = 0⇒ k= -10/9and k = 2Hence the values of k are -10/9, 2
33766.

My aim to get a chance for polytechnic exam so what I am so?

Answer»
33767.

Which no. Is neither prime nor composite

Answer» 1
1
33768.

Please give me solution of ex 2.4 of class 10 question number 4

Answer» It\'s given in this app.
N que no 5
33769.

Find pair of linear equation are consistent or inconsistent:-4/3x+2y=8; 2x+3y=12

Answer» Hey amit
Consistent
Consistent
Consistent as A1/A2=B1/B2=C1/C2 Thats why cosistent many solutions and parallel lines
They are consistent
Inconsistent since they are all parallel
With solution also!!!
33770.

What is the relation between roots?

Answer»
33771.

Find the value of k so that the line 2x-3y=9 and kx-9y=18will be parallel

Answer» 6
33772.

What\'s i

Answer» Fool
Means
.......
33773.

What is the probability that square of a natural number from 1 to 70 ends with "1"?

Answer» Yes I m online
14/70
Hello koi hai
0 probability
33774.

Ch=1and 2 examples

Answer» Solved
33775.

Alpha cube minus beta cube if alpha plus beta is four

Answer»
\t234123\t2x + y = 8\xa0{tex}\\Rightarrow{/tex}\xa0x =\xa0{tex}\\frac{8-y}{2}{/tex} \t321246\t
33776.

X-y=1 , 2x-y=8 graphically represntation

Answer» x - y = 1\xa0{tex}\\Rightarrow{/tex}\xa0x = 1 + y x yx y
33777.

Find a quadrite polynomial p(y) whose sum and product of zeros are 3 and -1/3 respectively

Answer»
33778.

If sec thita+tan thita=1.5 find sin thita

Answer» cbse will give grace marks for class 10
33779.

find this equation x+1/2+y-2/3=2, x-1/3+y-1/2=4 through sublimation method

Answer» It has no solution.
33780.

What is a line called which touches the circle at two points

Answer» Collinear line
Secant
Secant
Secany
33781.

What is the line called which toches the Circle at one point

Answer» Tangent
33782.

2/3 and 3/13

Answer»
33783.

X square - 45 X + 324 is equal to zero by square completion method in quadratic equation

Answer»
33784.

2×4×6

Answer» 48
48
48
33785.

To show that the sum of the first n natural number is n(n+1)÷2 i,e, 1+2+3......+n equal to n(n+1)÷2

Answer»
33786.

Find the value of k-2x-2(k+1)x(k+4)=0

Answer»
33787.

prove root 6 is an irrational number

Answer»
33788.

x+y=5 and x-y=3 find x and y

Answer» x+y=5,x-y=3. From1, x=5-y now putting value of x in 2. 5-y-y=3. -2y=-2,y=1. Putting value of y in1. x+2=5,x=4
X+y=5X-y=32x=8X=4Y=5-4=1
x=4 and y=1
33789.

2x +3=3x +9

Answer» -6
33790.

x²_4x+4=0

Answer»
33791.

How can we splat the middle term in math

Answer» By multiplying 1st and last digits and find those two numbers whose sum is the middle term and their product is the product of 1st and last digits.
33792.

10\'th cbse -2018 board papers plz keep in my cbse guide

Answer» Check last year papers here :\xa0https://mycbseguide.com/cbse-question-papers.html
33793.

When will classX results be out...??

Answer» May be 30 may
33794.

Solve this:- ( 1-1+1-1+1-1+...upto infinity ) = ?

Answer» 0
0
1
1
33795.

What is value of 1÷0

Answer» Infinity
Infinity
It\'s not defined or we can say infinity
Nope buddy !! 0÷1 = 0 , but 1÷0 = infinity
0
It\'s infinity .
33796.

Find a cubic polynomial whose zeros are 1/2,1/3,1/4

Answer» Alpha +beta + gama = 1/2Alpha beta + beta gama + alpha gama= 1/3Alpha beta gama= 1/4{X cube -(alpha+ beta+ gama) x square+ (alpha beta + beta gama +alpha gama)x + (alpha beta gama)} Put values we\'ll get the polynomial
24x^3+26x^2+9x+1
33797.

Find all the zeroes of the polynomial

Answer» But where is the polynomial ?
33798.

How to make chat for chapter 3

Answer»
33799.

Obtain all zeros of the polynomial f(x)=2x⁴+x³-14x²-19x-6, if two zeros of it are -2and -1.

Answer» Zeros are -2 and -1.Thus ( x-2)=0, (x -1)=0We get (x+2)and (x+1)Multiply both, we getX square + 3x + 2, now divide it with f(x) We get 2x square -5x - 3,now factorise it ,we get (x -3) (2x+1)(X-3)=0,(2x+1)=0, Solve it, we getX=3 and x= -1/2
33800.

Draw graph for unique solution, No solution and many solution. (Each 2)

Answer» Thanks
In graph for unique solution,the lines will intersect each other. In graph for no solution, the lines will be parallel. In graph for many solution, the lines will be coincidence
Hi
Hi