Believe your self

Show that improper integrate will have definite value Find the value 0 to infinity Integration 2/x^2
6:26
Show that improper integrate will have definite value Find the value 0 to infinity Integration 2/x^2
The diagram shows part of the curve y=5-√10-x and the tangent to the curve at P(9, 4). Find the equa
16:12
The diagram shows part of the curve y=5-√10-x and the tangent to the curve at P(9, 4). Find the equa
The diagram shows the curve y=4x-x^3 The point P has coordinates (2,0) and the point Q has coordinat
9:05
The diagram shows the curve y=4x-x^3 The point P has coordinates (2,0) and the point Q has coordinat
The diagram shows the curve y=10+9x−x^2 Points P(6,28) and Q(10,0) lie on the curve. The tangent at
11:30
The diagram shows the curve y=10+9x−x^2 Points P(6,28) and Q(10,0) lie on the curve. The tangent at
The curve y=√(2x+3) meets the y-axis at the point Q. The tangent at the point P(3, 3) to this curve
12:49
The curve y=√(2x+3) meets the y-axis at the point Q. The tangent at the point P(3, 3) to this curve
The diagram shows the curve y=√(x+ 4) and the line y=x/2+2 meeting at the points (-4,0) and (0,2) Fi
6:27
The diagram shows the curve y=√(x+ 4) and the line y=x/2+2 meeting at the points (-4,0) and (0,2) Fi
Sketch the curves y=x^2 and y=x(2-x) and find the area enclosed between the two curves
9:24
Sketch the curves y=x^2 and y=x(2-x) and find the area enclosed between the two curves
Draw the graph of the curve and line and find the area enclosed by them.y=x^2-4x+4 and line 2x+y=12
13:17
Draw the graph of the curve and line and find the area enclosed by them.y=x^2-4x+4 and line 2x+y=12
Draw the graph of the curve and line and find the area enclosed by them.y=-x^2+12x-20 and y=2x+1
13:26
Draw the graph of the curve and line and find the area enclosed by them.y=-x^2+12x-20 and y=2x+1
Draw the graph of the curve and line and find the area enclosed by them.y=x^2-3 and the line y=6
8:11
Draw the graph of the curve and line and find the area enclosed by them.y=x^2-3 and the line y=6
The diagram shows the curve y=-x^2+11x-18 and the line 2x+y=12 Find the area of the shaded region
9:31
The diagram shows the curve y=-x^2+11x-18 and the line 2x+y=12 Find the area of the shaded region
The diagram shows the curve y=(x-3)^2 and the line y=2x-3 that intersect at points A and B Find the
9:30
The diagram shows the curve y=(x-3)^2 and the line y=2x-3 that intersect at points A and B Find the
Find the area of bounded region of the curve y=5+6x-x^2, the line x=4 and line y=5
5:48
Find the area of bounded region of the curve y=5+6x-x^2, the line x=4 and line y=5
The figure shows part of the curve y=g(x). The points A(2,8) and B(6,1) lie on the curve. Given tha
6:44
The figure shows part of the curve y=g(x). The points A(2,8) and B(6,1) lie on the curve. Given tha
The figure shows part of the curve y=f(x). The points P(2,4) and Q(7,12) lie on the curve. Given th
5:31
The figure shows part of the curve y=f(x). The points P(2,4) and Q(7,12) lie on the curve. Given th
The diagram shows the curve y=√2x+1 that intersects the x-axis atA. The normal to the curve at B(4,3
10:40
The diagram shows the curve y=√2x+1 that intersects the x-axis atA. The normal to the curve at B(4,3
The tangent to the curve y=8x−x^2 at the point (2,12) cuts the x-axis at the point P. Find the co
8:48
The tangent to the curve y=8x−x^2 at the point (2,12) cuts the x-axis at the point P. Find the co
Find the area of the shaded region enclosed by the curve y=2√x, the line x+y=8 and x-axis
10:02
Find the area of the shaded region enclosed by the curve y=2√x, the line x+y=8 and x-axis
Show that d/dx (√x^2+5) = x/√x^2+5. Use the result and find the area of the shaded region
4:02
Show that d/dx (√x^2+5) = x/√x^2+5. Use the result and find the area of the shaded region
Find the area enclosed by curve y=12/x^2, the x-axis and the line x=1 and x=4. The line x=p divides
9:31
Find the area enclosed by curve y=12/x^2, the x-axis and the line x=1 and x=4. The line x=p divides
Find the area bounded by curve y=2x^2+1, line y=9 and y-axis
8:29
Find the area bounded by curve y=2x^2+1, line y=9 and y-axis
The diagram shows the curve y=√2x+1. The shaded region is enclosed by the curve, y-axis and line y=3
6:39
The diagram shows the curve y=√2x+1. The shaded region is enclosed by the curve, y-axis and line y=3
Sketch the curve and find the enclosed area of x=y^2+1, the y-axis and the line y=-1 and y=2
6:41
Sketch the curve and find the enclosed area of x=y^2+1, the y-axis and the line y=-1 and y=2
Sketch the curve and find the enclosed area of y=x^3, the y-axis and the line y=8 and y=27
8:48
Sketch the curve and find the enclosed area of y=x^3, the y-axis and the line y=8 and y=27
Sketch the curve and find the enclosed area of y=√2x+3, the x-axis and the line x=3
8:37
Sketch the curve and find the enclosed area of y=√2x+3, the x-axis and the line x=3
Sketch the curve and find the enclosed area of y=4/√x, the x-axis and the line x=1 and x=9
4:55
Sketch the curve and find the enclosed area of y=4/√x, the x-axis and the line x=1 and x=9
Sketch the curve and find the enclosed area of y=3√x, the x-axis and the line x=1 and x=4
5:13
Sketch the curve and find the enclosed area of y=3√x, the x-axis and the line x=1 and x=4
Sketch the curve and find the enclosed area of y=5+8/x^3, the x-axis and the line x=2 and x=5
8:08
Sketch the curve and find the enclosed area of y=5+8/x^3, the x-axis and the line x=2 and x=5
Sketch the curve and find the enclosed area of y=2x+5/x^2, the x-axis and the line x=1 and x=2
6:14
Sketch the curve and find the enclosed area of y=2x+5/x^2, the x-axis and the line x=1 and x=2
Sketch the curve and find the enclosed area of y=x^4-6x^2+9, the x-axis and the line x=0 and x=1
7:08
Sketch the curve and find the enclosed area of y=x^4-6x^2+9, the x-axis and the line x=0 and x=1