Hiros family lives 448 kilometers from the beach.Each of the 5 adults drove the family van an equal distance to get to and from the beach.How far did each adult drive?
Answers
Answer:
179.2km
Step-by-step explanation:
The distance from their house to the beach is 448km. Now they have to drive to and from the beach. The total distance traveled by the family is 448km + 448km.
This is equal to 896km. Now we have 5 adults who took their turns to drive and they drove the same distance. The total distance traveled by each adult will be 896/5 = 179.2km
Hence, each adult in the family drove a distance of 179.2km
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equivalent to –y ?
Answers
Answers
Area of the rectangle is determined by Binomial Multiplication as given below.
What is Binomial Multiplication ?
Binomial Multiplication follows FOIL method , Firsts , Outer terms , Inner Terms , Last Terms.
A rectangle is given and area of the rectangle has to be determined by splitting it into smaller rectangles.
Let the rectangle is of 5*3 ft
To determine the area the rectangle has been split into rectangles of 15 rectangles as seen in the figure attached.
Area of the smaller rectangle is given by Length * Breadth = 1*1
Let us consider x = 1
Then
The side of the rectangle will be ( x+4) ( x+2)
On solving this by FOIL
x² + 6x +8
Area = x² + 6x +8
Area = 1 + 6 + 8 = 15 sq.ft
Area of the bigger rectangle =
= ( Area of 1st rectangle + Area of 2nd Rectangle + ...... + Area of 15th Rectangle)
= 15 * ( Area of the smaller rectangle)
Area of the bigger rectangle = 15 * ( 1 * 1)
To know more about Binomial Multiplication
#SPJ2
I have a rectangle that has an area of 4ft^2
I can split up that rectangle to smaller rectangles of 1ft^2
Then I can count how many smaller rectangles I have and deduce the area of the larger rectangle form that -> 1ft^2 * 4 = 4ft^2
B.)squaring both sides twice
C.)cubing both sides once
D.)cubing both sides twice
Answers
Answer:
cubing both sides once
Step-by-step explanation:
∛(5x-2)-∛4x=0
To solve this equation , we move second term to the other side
Add cube root (4x) on both sides
Now we remove cube root.
To remove cube root we take cube on both sides because cube and cube root will get cancelled.
So, cubing both sides once
Answer:
C
Step-by-step explanation:
rearrangeing:-
∛(5x - 2) = ∛((4x)
Cubing both sides:-
5x - 2 = 4x
Answers
14.5 × 0.07 = 1.015
Add this number to the original:
14.5+1.015 = £15.515
There is another way, whenever they give us an increased Percentage, they provide us with a hint!
we add that increased percent to 100
100+7=107%
107%=
14.5×1.07= £15.515, it can also be rounded to 15.52
£15.515≈£15.52
Answers
Answer:
The area of 1/2 cm wide frame = 48 - 35 = 13 cm²
Step-by-step explanation:
Length of rectangular picture frame = 6 cm
Width of rectangular picture frame = 8 cm
Area of rectangular picture frame = 6×8 cm² = 48 cm²
Length, excluding 1/2 cm wide frame of rectangular picture = (6–1/2-1/2) = 5 cm
Width, excluding 1/2 cm wide frame of rectangular picture = (8–1/2-1/2) = 7 cm
Area, excluding 1/2 cm wide frame of rectangular picture = 5×7 cm² = 35 cm²
Area of 1/2 cm wide frame = 48 - 35 = 13 cm²
Therefore, the area of 1/2 cm wide frame = 48 - 35 = 13 cm²
Answers
The student use convenience sampling.
This is convenience sampling because in this type of sampling we use closer part of the population. Here the person is surveying his classmates, the closest samples available. In this type of sampling, it is easy to gather samples because every members are of their class easily available to give the survey.
Hence this type of sampling called convenience sampling.
For more details on convenience sampling follow the link:
Answer:
The correct answer is - convenience sampling
Step-by-step explanation:
This is convenience sampling because in this type of sampling we use closer part of the population. Here the person is surveying his classmates, the closest samples available. In this type of sampling, it is easy to gather samples.