Step 3:
If log (sin C) comes out as negative or zero, find the corresponding acute angle C. Then, find A = 180 o - (B + C) and finally get 'a' by using the law of sines (this completes the solution of ..
If log (sin C) comes out as negative or zero, find the corresponding acute angle C. Then, find A = 180 o - (B + C) and finally get 'a' by using the law of sines (this completes the solution of ..Question 3
Question: Answer: Given: AC=BC To prove: Proof: In triangles DBC and EAC, BC=AC (given..
Question: Answer: Given: AC=BC To prove: Proof: In triangles DBC and EAC, BC=AC (given..Question 3
Question: Write down the following statements using set notation. (i) x is an element of set A (ii) y is not an element of set (iii) A is a subset of B (iv) A is a proper subset of B (v) A contains B (vi) A is superset of B (vii) Neither A is a subset of B, nor B is a subset of A. Answer: ..
Question: Write down the following statements using set notation. (i) x is an element of set A (ii) y is not an element of set (iii) A is a subset of B (iv) A is a proper subset of B (v) A contains B (vi) A is superset of B (vii) Neither A is a subset of B, nor B is a subset of A. Answer: ..Question 3
Question: Find the equation of the line which joins the points (a,b) to the Answer: The two given equation are The equation of the line through the intersection of (i) and (ii) is (bx + ay - ab) + l (ax + by - ab) = 0. This line passes through (a,b)..
Question: Find the equation of the line which joins the points (a,b) to the Answer: The two given equation are The equation of the line through the intersection of (i) and (ii) is (bx + ay - ab) + l (ax + by - ab) = 0. This line passes through (a,b)..Question 3
Question: Find the equation of the line which joins the points (a,b) to the Answer: The two given equation are The equation of the line through the intersection of (i) and (ii) is (bx + ay - ab) + l (ax + by - ab) = 0. This line passes through (a,b)..
Question: Find the equation of the line which joins the points (a,b) to the Answer: The two given equation are The equation of the line through the intersection of (i) and (ii) is (bx + ay - ab) + l (ax + by - ab) = 0. This line passes through (a,b)..Question 3
Question: In the figure, ABC and DBC are two triangles on the same base BC. If AD intersects BC at O, then prove that [3 Mark] Answer: Construction: Draw AE BC and DF BC Proof: ..
Theorem 3
General solution of tan q = ..
Theorem 3
The area of a triangle is half that of a parallelogram standing on the same base and between the same parallels. and a parallelogram ABCD are standing on the same base AB and between the same parallels AB, DC. Complete the parallelogram ABP..
The area of a triangle is half that of a parallelogram standing on the same base and between the same parallels. and a parallelogram ABCD are standing on the same base AB and between the same parallels AB, DC. Complete the parallelogram ABP..Question 3
Question: In the given figure, P(3,1) is a point on the line segment AB such that AP:PB = 2:3. Find the co-ordinates of A and B. [3 Mark] Answer: Since A is a point on x-axis, let the co-ordinates of A be (x,0). Since B is a point on y-axis, let the co..
Question: In the given figure, P(3,1) is a point on the line segment AB such that AP:PB = 2:3. Find the co-ordinates of A and B. [3 Mark] Answer: Since A is a point on x-axis, let the co-ordinates of A be (x,0). Since B is a point on y-axis, let the co..Theorem 3
In a triangle, the three altitudes pass through the same point..
In a triangle, the three altitudes pass through the same point.. Result
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