Question

Represent

√3.5

on the real number​

Answer 1

9 is the AnswerIncrease in windspeed

288 What do

understand by

latent heal

of Passion How mush is

Answer 2

Step-by-step explanation:

Instructions to draw:

1. First, draw a line segment “AB” which is of 3.5

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D.

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D.

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D.

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D. 7. Having B as its centre and BD as the radius, draw an arc, meeting AC extended to E. Then, BE = BD = \sqrt {3.5}

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D. 7. Having B as its centre and BD as the radius, draw an arc, meeting AC extended to E. Then, BE = BD = \sqrt {3.5} 3.5

First, draw a line segment “AB” which is of 3.5 2. Now, extend the line segment to C so that BC = 1 unit.3. Identify the midpoint of AC and mark as O.4. Draw a semicircle considering O to be its centre and OA as its radius5. Now draw a line perpendicular to AC such that BD ⊥ AC, which intersects the semicircle at the point D. 7. Having B as its centre and BD as the radius, draw an arc, meeting AC extended to E. Then, BE = BD = \sqrt {3.5} 3.5