Please help me with this please

Answers

Answer 1

Answer: This is simple, no worries!

See, what we do here is the percentage thing.

We know the total, and the number of people who prefer digital or hard copies.

Digital = 4
Hard = 21
Total = 25

$(21)/(25)$ × 100 = 84%
$(4)/(25)$ × 100 = 16%

Therefore, the most likely statement that is true is:
A. About 84% of the grandparents prefer the hard copy

Answer 2

Answer: It is the first one true me i did it before on iready by the way you are in mid 7th

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How do you do q.29 and show how to work it out.If u want

Answers

To find the number of comedy DVDs Sally owns, you need to figure out what 20% of 60 DVDs is. So you multiply 20% by 60. 20% = 20/100. So 20/100 x 60 = 60/5 which equals 12.
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What is 6+9+4+1+10? Please explain?

Answers

30, 6+9= 15+4= 19+1= 20+10= 30

6+9=15+4=19+1=20+10=30

|60| ___ |-60|
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=
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fill in the blank

Answers

The inequality ∣60∣≤∣−60∣ holds true. This is because the absolute value of both 60 and -60 is equal to 60.

The expression ∣60∣≤∣−60∣ can be evaluated by calculating the absolute values on both sides. The absolute value of 60 is 60, and the absolute value of -60 is also 60. So, ∣60∣=∣−60∣=60.

Since 60 is equal to 60, the inequality ∣60∣≤∣−60∣ is true. This inequality states that the absolute value of 60 is less than or equal to the absolute value of -60. In this case, since both absolute values are equal, the statement is true. The absolute value function essentially removes the negative sign from a negative number, making it positive, and in this case, the absolute values of 60 and -60 are indeed the same, resulting in a true inequality.

To know more about inequality:

brainly.com/question/28823603

#SPJ3

Answer:

Step-by-step explanation:

mod means positive...that's why both are equal 60=60

A) Use numbers 7,5,6 and 3, only once each, to create an expression that equals 75. You may use addition, subtraction, multiplication, and/or division, but you must use parentheses. Answer: (7+5)x6+3

b) Now use the Distributive Property to write an equivalent expression without parentheses. (You may use the numbers more than once or use different digits for this part only)

Answer: