At the fair there are two bean bags toss games you gain 3/4 of a point for each bean bag that you get on the Target and you lose half point for each bean bag that does not land on a Target your total amount of points for this game can be represented by three four five G in a different bean bag toss game you gain 7/8 points for each bean bag that gets on the Target and lose three points of this game plus 78788-34 G what would this expression be simplified
To simplify the expression, let's represent the points gained on the first bean bag toss game as 3/4G and the points gained on the second bean bag toss game as 7/8G. We can then represent the points lost in the second game as -3.
The expression would be:
3/4G - 1/2G + 78788 - 34G - 3/8G
Now, let's simplify it further:
= (3/4 - 1/2)G + 78788 - 34G - 3/8G
= (3/4 - 2/4)G + 78788 - (272G + 3/8G)
= 1/4G + 78788 - 272G - 3/8G
= (1/4 - 272/1 - 3/8)G + 78788
= (-679/8)G + 78788
Therefore, the simplified expression is -679/8G + 78788.
At the fair there are two bean bag toss games. You gain 3/4 of a point for each bean bag that you get on the target and you lose 1/2 point for each bean bag that does not land on the target. Your total amount of points for this game can be represented by 3/4h - 1/2g. In a different bean bag toss game you gain 7/8 points for each bean bag that get on the target and you lose 3/4 points for each bean bag that does not land on the target. Your total amount of points for this game can be represented by 7/8h-3/4g. You can figure out the total number of points earned by simplifying this expression: (3/4h - 1/2g) + (7/8h- 3/4g). What would this expression be simplified? (Hint: Combine like terms!)
To simplify the expression, we need to combine like terms.
(3/4h - 1/2g) + (7/8h - 3/4g)
First, let's combine the terms with "h":
(3/4h + 7/8h) - (1/2g + 3/4g)
To add the fractions, we need a common denominator. The least common denominator between 4 and 8 is 8, so we'll convert the fractions:
(6/8h + 7/8h) - (4/8g + 6/8g)
Now we can combine the "h" terms and the "g" terms:
(13/8h) - (10/8g)
To simplify the expression further, we can rewrite 13/8 as 1 5/8:
1 5/8h - (10/8g)
This expression, simplified, is 1 5/8h - 10/8g.
At the fair there are two bean bag toss games. You gain 3/4 of a point for each bean bag that you get on the target and you lose 1/2 point for each bean bag that does not land on the target. Your total amount of points for this game can be represented by 3/4h - 1/2g. In a different bean bag toss game you gain 7/8 points for each bean bag that get on the target and you lose 3/4 points for each bean bag that does not land on the target. Your total amount of points for this game can be represented by 7/8h-3/4g. You can figure out the total number of points earned by simplifying this expression: (3/4h - 1/2g) + (7/8h- 3/4g). What would this expression be simplified? (Hint: Combine like terms!
To simplify the expression (3/4h - 1/2g) + (7/8h - 3/4g), we need to combine like terms.
First, let's combine the terms with "h":
3/4h + 7/8h.
To add these fractions, we need a common denominator. The least common denominator between 4 and 8 is 8, so we'll convert the fractions:
(6/8h + 7/8h).
Adding these fractions, we get:
13/8h.
Now let's combine the terms with "g":
-1/2g - 3/4g.
Similarly, we need a common denominator between 2 and 4, which is 4. Converting the fractions:
(-2/4g - 3/4g).
Adding these fractions, we get:
-5/4g.
Now we can rewrite the simplified expression by combining the terms:
(13/8h) + (-5/4g).
To improve readability, we can rewrite the expression with a common denominator of 8:
(13h/8) + (-10g/8).
Finally, we can simplify further by dividing the numerator by the denominator:
(13h - 10g)/8.
Therefore, the simplified expression is (13h - 10g)/8.
To simplify the expression, let's break it down step-by-step:
1. The expression is:
(3/4)G - (1/2)G + (7/8)G - 3 + 78788 - 34
2. Combine the like terms:
(3/4 - 1/2 + 7/8)G + 78788 - 34
3. Find the LCD (Least Common Denominator) of the fractions in parentheses, which is 8:
((6/8) - (4/8) + (7/8))G + 78788 - 34
4. Simplify the numerator of the fractions in parentheses:
(9/8)G + 78788 - 34
5. Combine all the terms:
(9/8)G + 78754
Therefore, the simplified expression is (9/8)G + 78754.
To simplify the expression, we need to combine like terms and perform any necessary operations.
Let's break down the given expression:
Three-four-five G represents the total points gained in the first bean bag toss game. Here, for each bean bag that lands on the target, you gain 3/4 of a point, and for each bean bag that does not land on a target, you lose 1/2 point.
In the second bean bag toss game, you gain 7/8 points for each bean bag that lands on the target and lose 3 points. The expression in this game is 78788 - 34 G.
To simplify the expression, we add the two games together:
(3/4)G + (7/8) - 3 + 78788 - 34G
Now, let's combine the like terms.
First, let's simplify (3/4)G - 34G:
(3/4)G - 34G = (3/4 - 34)G = (-136/4)G = -34G
Now, let's combine the constants:
(7/8) - 3 + 78788 = (-24/8) - 3 + 78788 = (-3/1) + 78788 - 24 = 78761
Therefore, the simplified expression is:
-34G + 78761