MATHEMATICS MIDDLE SCHOOL

Did i get this question right please help me
4(6 – 3) i pick 12 to be my answer am i correct

Answers

Answer 1
Answer: 4(6-3) 4x6 is 24 4x -3 is -12 so 24-12= 12 so yes you are right
Answer 2
Answer: Yes, there are two ways to do it 1. 6-3=3, 4*3=12 2. (4*6)+(4*-3)=24-12=12 CORRECT ☺☺☺

Related Questions

Please help fast! I'll mark brainliest rate 5 and thanks if you get it right/answer FASTToday, Barry wants to write at least 50 pages of his research paper. Barry wrote 18 pages this morning. Barry averages about 8 pages per hour while writing. Which inequality can be used to determine the fewest number of additional hours he will have to write in order to reach his goal? A. 18 – 8h≥ 50 B. 18 + 8h≥ 50 C. 18 – 8h≤ 50 D. 18 + 8h≤ 50
the volume of a candle is 8 cubic inches. what is th volume of a similar candle that is larger by its scale factor of 1.5
How do you find the discount rate
i have the same hundreds digits as ones digit the value of my tens digits is 50bthe value of my ones digits is 4.... the number is ?
98 is 35% of what number

Jerry mowed a patch of lawn with an area of 100 square yards in 20 minutes. At this rate, how long would it take him to mow the entire lawn, which is 240 square yards in area? A. 24 min B. 48 min C. 140 min D. 160 min

Answers

100 square yards ... 20 minutes
240 square yards ... x minutes = ?

If you would like to know how long would it take Jerry to move the entire lawn, you can calculate this using the following steps:

100 * x = 20 * 240
100 * x = 4800      /100
x = 4800 / 100
x = 48 minutes

The correct result would be B. 48 minutes.
48 minitues because you divide the anser by .20

Write down the size of angle ABC give a reason for your answer

Answers

Answer:

∠ ABC = 90°

Step-by-step explanation:

∠ ABC is the angle in a semi circle and is right, that is

∠ ABC = 90°

A truck can travel 14 miles for each gallon of gasoline. The function d(x)=20x represents the distance d(x), in miles, that the truck can travel with x gallons of gasoline. How many miles can the truck travel with 15 gallons of gasoline?

Answers

The truck will travel 210 miles On 15 gallons of gasoline runing 14 miles per gallon of gas

Two stores sell the same computer for the same original price. Store A advertises that the computer is on sale for 25% off the original price. Store B advertises that it is reducing the computer’s price by $180. When Brittany compares the sale prices of the computer in both stores, she concludes that the sale prices are equal.Which equation models this situation?


Let p represent the computer’s original price.

A. 0.25p = p – 180
B. 0.75p = p + 180
C. 0.25(p – 180) = p
D. 0.75p = p − 180

Answers

We are required to find equation which compare the price of computer in both stores.

The equation that represents the expression is 0.75p = p - 180 and the value of the computer's original price is $720

Let

p = the computer’s original price.

Store A = 25% off the original price.

= p - (25% of p)

= p - (25/100 × p)

= p - (0.25 × p)

= p - 0.25p

= 0.75p

Store B = p - 180

The equation:

Store A = store B

0.75p = p - 180

0.75p - p = -180

-0.25p = -180

divide both sides by -0.25

p = -180 / -0.25

p = $720

Read more:

brainly.com/question/1815531

Answer:

d

Step-by-step explanation:

What does f(t) mean?
f(t)=2t-3
What is the value of f(7)?

Answers

value of f(7) is:
f(7)= 2×7-3
f(7)= 14-3
f(7)= 11

Aldo drove 200 miles using 9 gallons of gas. At this rate, how many gallons of gas would he need to drive 420 miles?

Answers

distance/fuel is constant
200/9=420/x
find x
times 9x both sides
200x=3780
divide both sides by 200
x=18.9
18.9 gallons
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The volumes of each figure that make the composite figure have been determined.Cone V = 24π cm3Cylinder V = 63π cm3How is the volume of the composite figure calculated?-add the 2 volumes-divide the 2 volumes-multiply the 2 volumes-subtract the 2 volumesWhat is the approximate volume of the composite figure? Round to the nearest hundredth.8.25 cubic centimeters122.52 cubic centimeters273.72 cubic centimeters4,750.09 cubic centimeters