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40 what are the coordinates of point b in the diagram?

The diagram shows an isosceles triangle ABC in which A is the point (3, 3), B is the point (6, 3) and C lies below the x-axis. Given that the area of triangle ABC is 6 square units, (i) find the coordinates of C. [3] The line CB is extended to the point D so that B is the mid-point of CD. (ii) Find the coordinates of D. [2]

Hence coordinates of point . Now we find coordinates of point B. It is evident that point B is intersection point of sides AD and BC. If two lines (or a line and a curve) intersect each other at a point then that point lies on both lines i.e. coordinates of that point have same values on both lines (or on the line and the curve).

πŸ”΄ Answer: 3 πŸ”΄ on a question In the diagram. AB is divided into equal parts. The coordinates of point Aare (-3.9), and the coordinates of point Bare (9.5). The coordinates of point C are (-1.5, 10.5) (-1.5, 8 - the answers to answer-helper.com

What are the coordinates of point b in the diagram?

What are the coordinates of point b in the diagram?

What is White Point? β€’ What is white point? β€’ There are three major functions for the concept of white point. - Calibration: Absolutescalingof(r,g,b)valuesrequired for calibrated image data. This determines the color associated with (r,g,b)=(1,1,1). - Color constancy: Color of illuminant in scene. By changingwhitepoint ...

heart. 2. anaguerrero0505. Answer: The point will be (4,-5), this can be deduced by noticing that between A and C there is an increase of 0.75 in x, and a decrease of 2.5 in y-axis. Therefore, three point later, the coordinates will be the ones given. This can also be deduced, finding the form y=mx+b, where with the two points we obtain and b=8 ...

3. The points A and B are shown on the grid. 4. A is the point (2, βˆ’3) B is the point (βˆ’4, 1) Β© Corbettmaths 2018 ( , ) Write the coordinates of point A Write ...

What are the coordinates of point b in the diagram?.

What are the coordinates of point B in the diagram? A. (3.25, -2.5) B. (4, -5) C. (1, 3) D. (2.5, 0) 2 See answers Advertisement Advertisement meronshiferaw515 meronshiferaw515 Isn't it B because the x is increasing by .75 and y is deceasing by 2.5 Advertisement Advertisement

7 A line that passes through the points whose coordinates are (1,1) and (5,7) is dilated by a scale factor of 3 and centered at the origin. The image of the line ... 34 In the diagram below, BC connects points B and C on the congruent sides of isosceles triangle ADE, such that ABC is isosceles with vertex angle A. If AB =10, BD =5, ...

On the phase diagram shown above, the coordinates of point _____ correspond to the triple point. A) A B) B C) C D) D E) E. A) A. The phase diagram of a substance is given above. The region that corresponds to the solid phase is _____. A) w B) x C) y D) z E) x and y. A) w.

the diagram shows triangle ABC point c has coordinates (4,7) and the equation of the line AB is x+2y=8 find the coordinates of B Math The coordinates of a point on a coordinate grid are (βˆ’3, 7).

The coordinates of a point are a pair of numbers that define its exact location on a two-dimensional plane.Recall that the coordinate plane has two axes at right angles to each other, called the x and y axis.The coordinates of a given point represent how far along each axis the point is located. Ordered Pair The coordinates are written as an "ordered pair" as shown below.

When we analyze this diagram in xy coordinate system we can conclude that the line AB is intercepting x-axis at point (2.5, 0 ) and that is the midpoint of the line AB. We will use formulas for the middle point of the line: When we solve the equation: x2=4. y2=-5. Answer: The coordinates of point B are (4, -5).

THE COORDINATES OF A POINT . The coordinates of any point are written as an ordered pair (x, y) Point P in the diagram has coordinates (2, 3). Its horizontal distance along the x axis from the origin 0 is 2 units so the x coordinate is 2. Its vertical distance along the y axis from the origin is 3 units so the y coordinate is 3.

The diagram shows the curve y = x3 - 6x2 + 9x for x β‰₯ 0. The curve has a maximum point at A and a minimum point on the x-axis at B. The normal to the curve at C (2, 2) meets the normal to the curve at B at the point D. (i) Find the coordinates of A and B. [3] (ii) Find the equation of the normal to the curve at C. [3]

Select the correct answer. What are the coordinates of point B in the diagram? A. (3.25, -2.5) B. (4, -5) C. (1, 3) D. (2.5, 0) - 13807816

Click hereπŸ‘†to get an answer to your question ️ As per this diagram a point charge + q is placed at the origin O. Work done in taking another point charge - Q from the point A [coordinates (0, a) ] to another point B [coordinates (a, 0) ] along the straight path AB is

Answer: The co-ordinates of point B are (4, -5). Step-by-step explanation: We are given to find the co-ordinates of point B in the diagram. From the diagram, we note that. the co-ordinates of point A and C are (1, 5) and (1.75, 2.5) respectively. Also, the point C divides the line segment AB internally in the ratio 1 : 3.

19 The coordinates of point P are (7,1). What are the coordinates of the image of P after R 90Β° about the origin? 1) (1,7) 2) (βˆ’7,βˆ’1) 3) (1,βˆ’7) 4) (βˆ’1,7) 20 In the diagram below, circles A and B are tangent at point C and AB is drawn. Sketch all common tangent lines. 21 In circle O shown in the diagram below, chords AB and CD are parallel.

(you don't really need the diagram) vector AB= (2 above, 7 below) and vector AC= (10 above, 11 below) The point B has coordinates (5, 8) (a) Work out the coordinates of the point C. The point E has coordinates (63, 211) (b) Use a vector method to prove that ABE is a straight line. The Attempt at a Solution (a) Work out the coordinates of the ...

Question. 24) A pattern is made from four identical squares. The sides of the squares are parallel to the axes. Point A has the coordinates (6, 7) Point B has the coordinates (38, 36) Point C is marked on the diagram. Work out the coordinates of C .

A-Level Unit Test: Coordinate Geometry . Equation of a Line . 1. The line . l . has the equation 5. x . βˆ’ 18. y . βˆ’ 30 = 0. a. Find the coordinates of the points

1 To find the distance across a pond from point B to point C, a surveyor drew the diagram below. The measurements he made are indicated on his diagram. Use the surveyor's information to determine and state the distance from point B to point C, to the nearest yard. 2 During an experiment, the same type of bacteria is grown in two petri dishes.

The line with equation x βˆ’ 2y + 3 = 0 intersects the circle C at the points A and B as shown in the diagram above. Given that the centre of C has coordinates (6, 7), a find the coordinates of the mid-point of the chord AB. (6) Given also that the x-coordinate of the point A is 3, b find the coordinates of the point B, (3)

If a point, M is midway between two other points A and B, its distance is the arithmetic average of the coordinates. Since the !-coordinates of A abd B are 6 and 14 respectively, the ! coordinate of M is . We can use this principle to determine the mid-point of any line given the coordinates of any two points on the line.

(a) the coordinates of the midpoint BD, (b) the coordinates of C. Point that dividing a line segment in the ratio m : n 7) Find the coordinates of the point P that divides the line segment joining 2 points A(0,-2) and B(5,8), in the ratio 3:2. 8) P is a point on the line segment joining A(3,1) and B(-3,4) such that AP = 2PB. Find the

The midpoint of a segment represents the point that is located exactly in the middle of the two endpoints of the segment. The midpoint can be found by dividing the sum of the x-coordinates by 2 and dividing the sum of the y-coordinates by 2.. Here, we will learn about the formula that we can use to calculate the midpoint of a segment.

30 Triangle ABC has vertices A( 1,1), B(1,3), and C(4,1). The image of ABC after the transformation r y x is A B C. State and label the coordinates of A B C. [The use of the set of axes below is optional.] Score 2: The student had a complete and correct response.

2 answers: The point will be (4,-5), this can be deduced by noticing that between A and C there is an increase of 0.75 in x, and a decrease of 2.5 in y-axis. Therefore, three point later, the coordinates will be the ones given. This can also be deduced, finding the form y=mx+b, where with the two points we obtain and b=8.333, therefore with a ...

The diagram shows a rectangle ABCD. The point A is (2, 14), B is (βˆ’2, 8) and C lies on the x-axis. Find i. the equation of BC ii. the coordinates of C and D

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