Question

Let w = 4.



Enter > , < , or = to compare the expressions.

3w² + 1
10w + 8

Answer 1

Answer:

The answer is 10w+8

Step-by-step explanation:

the top one-3x4=12^2=24+1=25

the bottom one 10x4=40+8=48

Therefore B is your answer

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Answer 2

After comparing expression,   $3w^{2}+1>10w+8$

Substituting w = 4 in given expression,

         $3w^{2} + 1=3(4)^{2}+1=49\\\\ 10w + 8=10(4)+8=48$

Therefore, expression $3w^{2}+1$ is greater that $10w+8$.

  Hence,    $3w^{2}+1>10w+8$

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