Represent 1+ROOT3 on number line
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108
This will be a 2 step process.
In the first step (as shown in figure 1), we will produce the point 1 +√2 on the number line.
We take distance 1 from the origin (which will be our 1st point). We will then taken another point at distance 2 from the origin. This will be our 2nd point. We will then draw a perpendicular to X axis (of length 1) the end point of which will be our 3rd point. Now points 1, 2 and 3 form a right angled triangle and we can say that the hypotenuse will be √2 in measure. We draw a curve with point #1 as center and √2 as radius. The point where this curve and X axis meet will be 1 + √2
Now, lets go to the second step (figure 2).
Point 1 from the previous figure stays as is. The point 1 + √2 (as obtained above) becomes our 2nd point. 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.
This is how we show 1 + √3 on the number line.
he and also the height as 1. and in the second step we will produc
In the first step (as shown in figure 1), we will produce the point 1 +√2 on the number line.
We take distance 1 from the origin (which will be our 1st point). We will then taken another point at distance 2 from the origin. This will be our 2nd point. We will then draw a perpendicular to X axis (of length 1) the end point of which will be our 3rd point. Now points 1, 2 and 3 form a right angled triangle and we can say that the hypotenuse will be √2 in measure. We draw a curve with point #1 as center and √2 as radius. The point where this curve and X axis meet will be 1 + √2
Now, lets go to the second step (figure 2).
Point 1 from the previous figure stays as is. The point 1 + √2 (as obtained above) becomes our 2nd point. 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.
This is how we show 1 + √3 on the number line.
he and also the height as 1. and in the second step we will produc
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33
Answer:
Step-by-step explanation:
By putting the values in (H)power 2=(p) power 2+(b)power2 means phathogorous triplets. u can write it (H=1POWER 2 + under root 2 power 2 which =to 1+under root 3
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