Rewrite the expression (x- 2)- (3-x) as an equivalent expression in its most simplified form. A cell phone company uses the equation C = $0.15 + $35.00 to determine the total cost, C, for a month of service based on the number of text messages, t. Identify the independent and dependent variables in this situation A deck of cards the same size and shape contains 3 green cards, 5 yellow cards, and 4 blue cards. Michelle will randomly select one card, replace it, and then randomly select a second card. Find the probability of randomly selecting one blue card and then one yellow card.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter1: Expressions And Functions
Section: Chapter Questions
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Can someone please help me with this ( it’s all one question or task by the way and it’s not graded)
Rewrite the expression (x- 2)- (3- x) as an equivalent expression
in its most simplified form.
A cell phone company uses the equation C = $0.15t + $35.00 to
determine the total cost, C, for a month of service based on the
number of text messages, t. Identify the independent and
dependent variables in this situation
A deck of cards the same size and shape contains 3 green cards, 5
yellow cards, and 4 blue cards. Michelle will randomly select one
card, replace it, and then randomly select a second card. Find the
probability of randomly selecting one blue card and then one yellow
card.
Transcribed Image Text:Rewrite the expression (x- 2)- (3- x) as an equivalent expression in its most simplified form. A cell phone company uses the equation C = $0.15t + $35.00 to determine the total cost, C, for a month of service based on the number of text messages, t. Identify the independent and dependent variables in this situation A deck of cards the same size and shape contains 3 green cards, 5 yellow cards, and 4 blue cards. Michelle will randomly select one card, replace it, and then randomly select a second card. Find the probability of randomly selecting one blue card and then one yellow card.
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