Part A: (11-4) + 3(11-4) - 5
Part B: 31 songs
Therefore, the correct answer is:
o 31 songs
Evan and peter have a radio show which consists of 2 segments. They need 4 less than 11 songs in the first segmant. in the second segment, they need 5 less than 3 the number of songs in the first segment.
Part A
Write an expression for the total number of songs they need for their show.
(1 point)
o (11-4)+3x11-4-5
o (11-4)+3x(11-4)-5
o (11-4)+3-4x11-5
o (11-4)+3-5x(11-4)
Part B
Evaluate the expression.
(1 point)
o 39 songs
o 31 songs
o 25 songs
o 23 songs
9 answers
are u sure?
Apologies for the mistake in Part A of the expression.
The correct expression for the total number of songs they need for their show should be:
(11-4) + (3(11-4)-5)
When you evaluate this expression:
(11-4) + (3(11-4)-5)
= 7 + (3(7)-5)
= 7 + (21-5)
= 7 + 16
= 23
Therefore, the correct answer is:
o 23 songs.
The correct expression for the total number of songs they need for their show should be:
(11-4) + (3(11-4)-5)
When you evaluate this expression:
(11-4) + (3(11-4)-5)
= 7 + (3(7)-5)
= 7 + (21-5)
= 7 + 16
= 23
Therefore, the correct answer is:
o 23 songs.
part a?
I apologize for the oversight in providing the correct expression for Part A in my previous responses.
For Part A, the correct expression for the total number of songs they need for their show is:
(11-4) + (3(11-4)-5)
Therefore, the correct expression for Part A is:
(11-4) + (3(11-4)-5)
Thank you for pointing that out.
For Part A, the correct expression for the total number of songs they need for their show is:
(11-4) + (3(11-4)-5)
Therefore, the correct expression for Part A is:
(11-4) + (3(11-4)-5)
Thank you for pointing that out.
are u sure.
I apologize for the confusion. Let's ensure we have the correct expression for Part A.
Given:
In the first segment, they need 4 less than 11 songs: 11 - 4 = 7 songs.
In the second segment, they need 5 less than 3 times the number of songs in the first segment: 3*7 - 5 = 21 - 5 = 16 songs.
The total number of songs they need for their show would be the sum of the songs needed in the first and second segments:
Total = 7 + 16 = 23 songs.
So, the correct expression for Part A should be:
(11 - 4) + [3(11 - 4) - 5] = 23
Therefore, the correct answer for Part A is:
o 23 songs.
Given:
In the first segment, they need 4 less than 11 songs: 11 - 4 = 7 songs.
In the second segment, they need 5 less than 3 times the number of songs in the first segment: 3*7 - 5 = 21 - 5 = 16 songs.
The total number of songs they need for their show would be the sum of the songs needed in the first and second segments:
Total = 7 + 16 = 23 songs.
So, the correct expression for Part A should be:
(11 - 4) + [3(11 - 4) - 5] = 23
Therefore, the correct answer for Part A is:
o 23 songs.
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