Tips and tricks

How do you represent root 9/3 on a number line?

How do you represent root 9/3 on a number line?

  1. Draw a line segment AB of length 9. 3 units.
  2. Extend the line by 1 unit more such that BC=1 unit .
  3. Find the midpoint of AC.
  4. Draw a line BD perpendicular to AB and let it intersect the semicircle at point D.
  5. Draw an arc DE such that BE=BD.

How do you represent root 9 on a number line?

so √9 is equals to 3 and 3 is a positive natural number so it is present on the right side of the number line and negative numbers are present on the left side of number line but 3 is positive so we can represent it as shown in the figure in attachment . the number line contain all the real numbers.

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How do you represent root 3 1 on a number line?

We draw a perpendicular 1 unit tall to get our 3rd point. Once again we have a right angled triangle and we can say that the hypotenuse will be √3 in measure. We draw a curve with point #1 as center and √3 as radius. The point where this curve and X axis meet will be 1 + √3.

How do you draw root 7 on a number line 9?

1 Answers

  1. Draw a number line and mark 0, 1, 2, 3..etc.
  2. Mark 0 as point O and 2 as B.
  3. Now from B, draw a perpendicular AB of length 1 unit.
  4. Join OA.
  5. Again From A, draw a perpendicular AC of length 1 unit.
  6. Join OC.
  7. Again From C, draw a perpendicular CD of length 1 unit.
  8. Join OD.

How can I plot root 9 3 on the number line?

How can I plot root 9.3 on the number line? Here are the stepwise explanation for the plotting of 9.3 on the number line. Draw a line AB by measuring 9.3cm. From the point, B add 1cm and mark it as C. Mark the point of bisection by a compass and say it as β€˜O’. Measure AO which is the radius and draws a semi-circle.

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How to draw a semicircle on a number line?

Represent √ (9.3) on the number line. >> Represent √ (9.3) on the num… on the number line. 1) Draw a line segment AB of length 9.3 units. 2) Extend the line by 1 unit more such that BC=1 unit . 3) Find the midpoint of AC. 4) Draw a line BD perpendicular to AB and let it intersect the semicircle at point D.

How do you represent βˆšπŸ‘ on the number line?

βˆšπŸ‘ on the Number line Represent βˆšπŸ‘ on Number Line Let’s draw the number line Using Pythagoras Theorem OB2 = OP2 + PB2 OB2 = (√2)^2 + 12 OB2 = 2 + 1 OB = √3 Example 4 Locate 3 on the number line For drawing 3 we consider Pythagoras theorem.