Using a number line, what is the approximate value of √19? ( 1 point)

4.5 4.5 4.38 4.38 4.13 4.13 4.25

Ok guys, sadly he got 2 answers wrong😞 But, here are the real answers!

Using a number line, what is the approximate value of √19? ( 1 point)
4.5
*4.38 Correct answer*
4.13
4.25

Using a number line, what whole number and rational number to the nearest half is √105 between?(1 point)

*between 10 and 10.5 Correct answer*

between 10.5 and 11

between 9.5 and 10

between 11 and 11.5

Using rational approximations, what statement is true?(1 point)

√49 < 7

√49 > 7

√48 < √36

*√48 > √36 Correct answer*

Using rational approximations, what statement is true?(1 point)

*√71 > √61 Correct answer*

√71 < √61

√81 < 9

√81 > 9

A company makes hanging ornaments in various shapes. The heights of the ornaments are shown. (The base of the triangle is 4in and the middle of the triangle is 2√3in. the diamonds base is 3in. and the middle is 3√2in. and the squares base is 4in. and the middle is 4in.) Using a calculator, order these ornaments from tallest to shortest.

triangle, square, diamond

square, triangle, diamond

square, diamond, triangle

*diamond, square, triangle Correct answer*

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Here if you didn't want to read all of that...

*4.38 Correct answer*
*between 10 and 10.5 Correct answer*
*√48 > √36 Correct answer*
*√71 > √61 Correct answer*
*diamond, square, triangle Correct answer*

The approximate value of √19 is 4.38.

Using a number line, what whole number and rational number to the nearest half is √105 between?(1 point)

between 10 and 10.5

between 10.5 and 11

between 9.5 and 10

between 11 and 11.5

Using a number line, √105 is between the whole number 10 and the rational number 10.5.

Using rational approximations, what statement is true?(1 point)

√49 < 7

√49 > 7

√48 < √36

√48 > √36

The statement √49 = 7 is true. Therefore, √49 < 7 is false and √49 > 7 is also false.

Using rational approximations, what statement is true?(1 point)

√71 > √61
start root 71 end root greater than start root 61 end root

√71 < √61
start root 71 end root less than start root 61 end root

√81 < 9
start root 81 end root less than 9

√81 > 9
start root 81 end root greater than 9

The statement √71 is approximately 8.43 and √61 is approximately 7.81. Thus, √71 is greater than √61.

The statement √81 is 9. Thus, √81 is equal to 9. Therefore, √81 is not less than 9, but equal to it.

Using rational approximations, what statement is true?(1 point)

√71 > √61

√71 < √61

√81 < 9

√81 > 9