Ben can have 6 friends on his birthday party for given condition.
An equation is a mathematical statement that shows that two mathematical expressions are equal.
Given that, Ben wants to have his birthday at the bowling alley with a few of his friends, he can only spend $80, the bowling alley charges a flat fee of $45 for a private party and $5.50 per person for those rentals and unlimited bowling
Money left with Ben after alley charge = 80 - 45 = $35
Let the maximum number of friends he can invite be x,
Establishing the equation,
5.5x = 35
x = 35/5.5
x = 6.36 ≈ 6
Hence, Ben can invite only 6 friends.
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A.
They are similar.
B.
They are somewhat similar.
C.
They are different.
D.
They are identical.
Answer:
C.
They are different.
Step-by-step explanation:
Given that Alexander found the means-to-MAD ratio of two data sets to be 3.4.
Data set I has mean / mean absolute deviation as 3.4 times the data set II.
That is why the ratio = 3.4
This implies that the two data sets have different variations, and as a result different entries
They cannot be identical because ratio is not 1.
They cannot be similar as mad is higher for I data set
The only conclusion is option
C) they are different
Answer:
1 1/4 in of material is cut off each board.
Step-by-step explanation:
To answer this, subtract 7 ft 10 3/4 inches from 8 ft.
First, rewrite 8 ft as 7 ft 12 inches.
Then subtract:
7 ft 12 in
- 7 ft 10 3/4 in
----------------------
1 1/4 in
1 1/4 in of material is cut off each board.
9 ways are possible hope this helped straight and to the point not gonna go and show exactly how just trust me
In bowling, there are ten possible ways to get a spare. This involves knocking down a total of 10 pins in two throws, regardless of the number of pins knocked down in each throw.
In bowling, there are multiple ways to get a spare. A spare requires all ten pins to be knocked down, but it does not matter how many pins were knocked down in each throw, only that the total after two throws is ten. For example, you could knock down 9 pins in the first throw and 1 in the second, or 5 pins in both throws. Therefore, there are ten possible ways to get a spare, ranging from knocking down 1 pin on the first throw and 9 on the second, to knocking down 9 pins on the first throw and 1 on the second throw, and every combination in between.
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E'F' is equal in length to EF.
Just because E'F' rotated doesn't mean the length changed at all.