Determine which of the following terms are not considered to be like terms with the expression - 6s2t. Select all situations that apply. s^2 ∙ t^2

s^2 t

10 ∙ s^2 ∙ t

4 (s ∙ t)

1/2 (s^2) (t)

-6 (s^2 + t)

Question

Mathematics

Gwendolyn Barnes

5 December, 05:12

Determine which of the following terms are not considered to be like terms with the expression - 6s2t. Select all situations that apply. s^2 ∙ t^2

s^2 t

10 ∙ s^2 ∙ t

4 (s ∙ t)

1/2 (s^2) (t)

-6 (s^2 + t)

+2

Answers (2)

Know the Answer?

Pranav Cervantes · Answer 1

S^2t^2 is not like as it has power 2 of t unlike the given expression

4s. t is unlike as it has power s only 1 not 2

-6 (s^2 + t) = -6s^2 - 6t is unlike as it has two terms which are both unlike to the given expression

Davin Bryan · Answer 2

-6 (s^2 + t) = -6s^2 - 6t

Step-by-step explanation:

its true

Determine which of the following terms are not considered to be like terms with the expression - 6s2t. Select all situations that apply. s^2 ∙ t^2s^2 t10 ∙ s^2 ∙ t4 (s ∙ t)1/2 (s^2) (t)-6 (s^2 + t)

Determine which of the following terms are not considered to be like terms with the expression - 6s2t. Select all situations that apply. s^2 ∙ t^2

s^2 t

10 ∙ s^2 ∙ t

4 (s ∙ t)

1/2 (s^2) (t)

-6 (s^2 + t)