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possibilities of sum 10 are (4,6),(6,4),(5,5) total outcomes are 36 so probability of getting sum 10 is = 3/36 = 1/12

Lets first figure out how many different scores are possible as a combination of both dices are thrown -(0,0) = 0(0,1) = 1(0,6) = 6(1,1) = 2(1,6) = 7(6,6) = 12

To get a score of 7, one dice must show 1 and one dice must show 6.Probability of dice getting 1 = 3/6 = 1/2.Probability of dice getting 6 = 2/6 = 1/3.

Thus probability of getting score 7 is =1/2 * 1/3 + 1/2*1/3 = 1/3.

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4.3

6+5/2(√3)= 10.33square root will be

3.21

There is an approach to correctly find the split of the middle term to factor a quadratic equation.

And before even we attempt to start factoring a quadratic, we need to check the discriminant of the quadratic b^2 -4ac.

If the discriminant is not a perfect square we can not use the factorisation method.

The shortcut method is to write the product of first and last term as “PRODUCT OF PRIME FACTORS”

3 tanθ = 3 sinθ✓3 sinθ/cosθ = 3 sinθ

✓3 will cut 3 and sin theta wil be cancelled

1/cosθ = ✓3cosθ = 1/✓3

Squaring on both sides :

cos²θ = 1/3. ...... equation (1)

1-sin²θ = 1/3sin²θ = 1 - 1/3sin²θ = 2/3. ....... equation (2)

Now, Subtracting equation (1) from (2)...

sin²θ - cos²θ = (2/3)² - (1/3)²= 4/9 - 1/9= 3/9= 1/3 ..... Answer

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Probability of getting an even number = 1/3Probability of getting an odd number = 2/3since the dice is biased.

The sum is even if (even,even) or (odd,odd)[P(even).P(even)] + [P(odd).P(odd)]1/3 * 1/3 + 2/3 * 2/3 = 4/9 + 1/9 = 5/9

(1) is correct option

a2+ b2= (a – b)2+ 2ab

Hii

111 is the square root of 12321

Trigonometry. The study of angles and of the angular relationships of planar and three-dimensional figures is known as trigonometry. The trigonometric functions (also called the circular functions) comprising trigonometry are the cosecant , cosine , cotangent , secant , sine , and tangent .

Total possibilities = 6

E = Event of getting composite number

E = { 4, 6}

P(E) = 2/6 = 1/3

probability=3/6=1/3=0.33

Slope = 4 - (-4)/-3 - 0 = 8/-3

x=1/2 is the answer of this question

6^2x = 12966^2x = 6^42x = 4x = 4/2x = 2

6^2x=1296; 6^2x=6^4; 2x=4; x=4/2=2

X= 2 is the correct answer of the given question

6^2x=1296=6^42x=4x=4/2=2

correct answer is x = 2

36^2=1296hencex^4-1296(x^2)^2-(36)^2=(x^2-36)(x^2+36)=(x-6)(X+6)(x^2+36)

1296 =2*2*2*2*3*3*3*3=2^4*3^4√1296=√2*2*2*2*3*3*3*3√1296=2*2*3*3√1296=36

36hope you liked it please mark it as like

The square root is 36

the square root is 36

√1296= 36 is the correct

Given,Radius of cone R = r/2Slant height of cone L = 2l

Total surface area of cone= pi*R^2 + pi*R*L= pi*(r/2 * r/2) + pi*r/2*2l= pi*r^2/4 + pi*r*l= pi*r(r/4 + l)= 22/7 r(r/4 + l)

In a Parellelogram oppsite sides are parellel then

∠SIF = 60 degree

∠SIF + ∠IFT = 180 degree ( Co interior angles)

∠IFT = 120 degree

∠ITF = ∠TIS = 25 degree ( Alternate angles )

∠ITF = ∠OTF ( same measure. Anyone can see)

if ∠TOF = 110 degree And ∠OTF = 25 degree

Sum of the angles of Triangle FOT = 180 degree ( Angle sum property of a triangle)

∠FOT + ∠OTF + ∠OFT = 180 degree

110 degree + 25degree + ∠OFT = 180degree

∠OFT = 180 degree - 135 degree = 45 degree = ∠ SFT

We already know ∠IFT = 120 degree and ∠SFT = 45 Degree

then ∠IFS = 120 degree - 45 degree = 75 degree

∠IFS = ∠OST ( alternate angles)

∠OST = 75 degree

∠FOT + ∠TOS = 180 degree ( Linear Pair)

110 degree + ∠Tos = 180 degree

∠Tos = 180 - 110 degree

∠Tos = 70 degree

∠TOS + ∠OST + ∠STO = 180 degree ( Angle sum property of a triangle)

70 degree + 75 degree + ∠STO = 180 degree

∠STO + 145 Degree = 180 degree

∠STO = 180 degree - 145 degree = 35 Degree

7e the like term is added why are you asking crazy questions

1( a ) 2 (c)3 (c )

1. A2. C .3. C

a,c,c, is the correct answer of the given question.

first three composite number are 4,6,8product of this 192

please jaldi se send kiya karo

yes sir my name is David from the following URL

multiply your numerator by your demomator then you will. multiply your answer by the 4 cms and then you will have your answer

3¹⁵÷3¹⁰=3⁵3⁵×3¹⁰=3⁵⁰

so after calculation of both volumes it will be 1:4

R = { (x,x+3) : x from A} A = { 0,1,2,3,4,5} R = {(0,3),(1,4),(2,5)} domain = {0,1,2} Range = {3,4,5}