Drag each expression into the correct category. 1 / 2 x (3x7) (3x7) = 5 (3 x 7)-8 (3 x 7) = 1 1x (3x7) 5+ (3x7) (3 x 7) * (3-1)||(3 x 7) + (1 - 1) Less than (3*7 Equal to (327) Greater than ( 37) II II

Drag each expression into the correct category 1 2 x 3x7 3x7 5 3 x 78 3 x 7 1 1x 3x7 5 3x7 3 x 7 313 x 7 1 1 Less than 37 Equal to 327 Greater than 37 II II class=

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Explanation

each number that accompanies ccc is a factor and this is how it affects it

if the factor is = 1, the new number is the same

if the factor is greater than 1 , the new number is greater than the original

if the factor is smaller than 1 , the new number is smaller than the original

then, identify each factor

Step 1

a)

[tex]\begin{gathered} \frac{1}{4}\cdot(3\cdot7) \\ \text{the factor is }\frac{1}{4}\text{ and } \\ \frac{1}{4}<1,\text{ then} \\ \text{the new number is less than (3x7)} \end{gathered}[/tex]

b)

[tex](3\text{ x 7) / 5}[/tex]

in this case, the number is divide, so the result is always less than the original

b,less than

c)

[tex](3\cdot7)-8[/tex]

in this case, we are taking 8 from that number, so the new result is less than the original

d.

[tex]1\cdot(3\cdot7)[/tex]

the factor is 1, so the number is the same

d, equal to (3*7)

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