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O Singh 7 years ago

(A+B)^2-2AB
  • 1 answers

Sonu Kumar Sah 7 years ago

Straight lines
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Sonu Kumar Sah 7 years ago

Solution
  • 2 answers

Aryan Rai 7 years ago

Is there anyone who can help me? It's really urgent.

Aryan Rai 7 years ago

Or if anyone is having notes then send me pics. I can give my mail id or number if you are okay with it.
  • 1 answers

Danish Gaur 7 years ago

A matrix which contain Three columns and three Rows. It is an example of square Matrix
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Mansi Sharma 7 years ago

Determinants too ....

Aryan Rai 7 years ago

Inverse Trigonometry Function

Srivinayak V 7 years ago

ITF?

Aryan Rai 7 years ago

See chapters like ITF,Vector ,3D from other books too
  • 2 answers

Srivinayak V 7 years ago

This was really helpfull.... it would rather good if u show an example

Gaurav Seth 7 years ago

x2 + 8x + 4 = 0 
 

Step 1: Write the quadratic in the correct form, it must be in descending order and equal to zero.

Step 2: Fill in the first blank by taking the coefficient (number) from the x-term (middle term) and cutting it in half and squaring it. Fill in the second blank with the same number.

In this case: 

Step 3: Factor the part in parenthesis and combine like terms for the numbers outside of the parenthesis. Note: The part in parenthesis will always factor into half of the coefficient (number) from the x-term (middle term). In this case, half of  +8 is +4.

Step 4: Now you are done completing the square and it is time to solve the problem. First add 12 to both sides.

Step 5: Use the square root property and take the square root of each side, don’t forget the plus or minus.

Step 6: Subtract 4 from each side.

Step 7: Check to determine if you can simplify the square root, in this case we can. So the final answer is:

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Aryan Rai 7 years ago

I think if you want to score 100 then NCERT and NCERT EXAMPLER will be sufficient.

Mansi Sharma 7 years ago

80 to 85% marks cover ncert portion ....and remaining 15 to 20% Other books like RD sharma and may be Xam idea or some othr books also .
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Nehal Mehta 7 years ago

Tan^-1(√3) - cot^-1(√4) = tan^-1(√3) - tan ^-1(1/√4) [tan^-1(A) - tan^-1(B) = tan^-1(A - B/ 1+AB] = tan^-1( √12 - 1/√4 - √3) = tan^-1 ( √12 -1/√4 - √3 × √4 + √3/ √4 + √3) = tan^-1 (4√3 - √4 + 6 - √3)
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Srivinayak V 7 years ago

If fog then in f(x)=x^2+3x+1, in place x put 2x-3.... ie, (2x-3)^2+3(2x-3)+1 then solve it... If gof... then g(x)= 2x+3 in place of x put x^2+3x+1 ie , 2(x^2+3x+1)+3 solve I hope u understand....?

Preet Bhullar 7 years ago

How we can solve it ?

Srivinayak V 7 years ago

Dsdo?

Preet Bhullar 7 years ago

Solvation dsdo

Srivinayak V 7 years ago

Fog = 4x^2-6x+1 Gof = 2x^2+6x+5
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Sneha Bansal 7 years ago

Differentiation of 1-asin(alpha) w.r.t. alpha is - acos (alpha)
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Mansi Sharma 7 years ago

What do u want in this que` .....
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Srivinayak V 7 years ago

???didnt understand the question....
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Aryan Rai 7 years ago

Since there is very little time left, so go with NCERT exampler. But see chapters like ITF, Vector,3D from RD Sharma because NCERT has nothing much to offer for these chapters as said by my Maths school teacher.

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