5(12.50 x 7) = 437.5
Explanation: you take the amount she makes for one hour (12.50), times it with the hours she works in a day (7), and then times it with how many days she works (5).
Answer:
Since Paula has her own business of making cakes for special occasions, and the total price (P) of one of Paula's cakes is represented by the equation P = 0.75S +10, where S is the number of people the cake serves, for determine what does the 0.75 represent in this situation and what does the 10 represent in this equation, the following mathematical reasoning must be carried out:
P is the price of the cake
S is the number of servings
Therefore, 0.75 is the value of each serving, which can be variable (the number of servings can vary)
In turn, 10 is the fixed cost of each cake.
The answer is no.
Explanation:
60/55=1.090
7/42=.166
Therefore,
60/55≠7/42
Answer:
1.2 > 1.13
2.38 > 2.3
1.40 = 1.4
Step-by-step explanation:
Each blank large square represents 1 (as in the whole number 1)
The large squares with vertical lines have been divided into 10 equal parts. Therefore each strip = 1 ÷ 10 = 0.1
The large squares that have a grid of small squares have been divided into 100 squares. Therefore, each small square = 1 ÷ 100 = 0.01
Therefore, you need to color each accordingly.
- When coloring the strips, color from left to right.
- When coloring the small squares, color from left to right and top to bottom.
Once colored, you should then be able to compare the colored sections and decide which section is visually bigger, smaller (or equal)
1) 1.2 : color the entire large blank square to represent the "1", then color the first 2 strips in the adjacent square to represent the ".2"
1.13 : color the entire large blank square and 13 of the small squares.
1.2 > 1.13
2) 2.38 : color both large blank squares, then color 38 of the small squares
2.3 : color both large blank squares, then color 3 of the strips
2.38 > 2.3
3) 1.40 : color the large blank square, then color 40 of the small squares
1.4 : color the large blank square, then color 4 of the strips
1.40 = 1.4
