Product of 80 prime f

Answers

Answer 1
Answer: Hi There! :)

Product of 80 prime 

Prime factors:2,2,2,2,5.



Related Questions

Find the square root of 10 to the nearest hundredth
Young's Dairy Bar produces yogurt in three flavors: vanilla, strawberry, and banana. The amount of vanilla yogurt they produce in a day is 2 times the amount of banana yogurt. The amount of banana yogurt they produce in a day is 3 times the amount of strawberry yogurt. a. What is the ratio of the amount of vanilla yogurt to the amount of banana yogurt to the amount of strawberry yogurt it produces in a day? b. How many times the total amount of yogurt produced is the amount of vanilla yogurt produced? Please hurry and answer, I REALLY need help!
PLS HELP ME W THIS QUESTION
Is 9/16 less than or greater than 5/8
Helppppppppp me please :(

Six grape fruit cost $5.34. How much does one grape fruit cost????

Answers

In order to figure this out, we can set up a proportion and simplify using cross multiplication.

(units_1)/(cost _(1) ) =(units_2)/(cost _(2) )  \n  \n  (6)/(5.34) = (1)/(x)  \n  \n 6*x=5.34*1 \n  \n 6x=5.34 \n  \n x=0.89

One grapefruit costs 89 cents.
You divide 5.53 by 6
And you'll get
.89cents

What is the quotient of 4/7 divided by 6

Answers

4/7 X 1/6 in order to divide you must transfer the 6/1 to 1/6 then multiply
4/7 X 1/6 =4/42=2/21

A truck that can carry no more than 6900 lb is being used to transport refrigerators and upright pianos. Each refrigerator weighs 200 lb and each piano weighs 525 lb. Write and graph an inequality to show how many refrigerators and how many pianos the truck could carry. Will 16 refrigerators and 7 pianos overload the​ truck? Explain. Let x be the number of refrigerators in the truck and y be the number of pianos in the truck. Write an inequality to show how many refrigerators and how many pianos the truck could carry.

Answers

Answer:

Part a) The inequality is  200x+525y\leq 6,900

The graph in the attached figure

Part b) 16 refrigerators and 7 pianos will not recharge the truck.

Step-by-step explanation:

Part a) Write and graph an inequality to show how many refrigerators and how many pianos the truck could carry

Let

x ----->  the number of refrigerators in the truck

y -----> the number of pianos in the truck

we know that

The number of refrigerators in the truck multiplied by 200 lb plus the number of pianos in the truck multiplied by 525 lb must be less than or equal to 6,900 lb

so

The inequality that represent this situation is

200x+525y\leq 6,900

using a graphing tool

The solution is the shaded area

Remember that the number of refrigerators or the number of pianos in the truck cannot be a negative number or a decimal number. The solution must be a whole numbers.

Part b) Will 16 refrigerators and 7 pianos overload the​ truck?

we know that

If a ordered pair is a solution of the inequality, then the ordered pair must satisfy the inequality

we have the ordered pair

(16,7)

Substitute x=16,y=7 in the inequality

200(16)+525(7)\leq 6,900

3,200+3,675\leq 6,900

6,875\leq 6,900 -----> is true

The ordered pair satisfy the inequality

so

The ordered pair is a solution of the inequality

therefore

16 refrigerators and 7 pianos will not recharge the truck.

A chef has some broccoli, cauliflower, carrots, and squash to make a vegetarian dish. List the possible combinations if he uses only 3 vegetables in the dish.

Answers

1. broccoli, cauliflower and carrots
2. squash, carrots and cauliflower
3. cauliflower, carrots and squash
I'm not going to type all the combination. So basically you have to multiply the vegetables by the number 3. So 3 x 4 is 12. Therefore he could do it in 12 different ways. Hope this helped. 

Just rationalize and simplify

Answers

\mathsf{Given :\;\;(√(a + 1) - 2)/(√(a + 1) + 2)}

\mathsf{Multiplying\;Numerator\;and\;Denominator\;with\;√(a + 1) - 2,\;We\;get :}

\mathsf{\implies ((√(a + 1) - 2)(√(a + 1) - 2))/((√(a + 1) + 2)(√(a + 1) - 2))}}

\mathsf{\implies ((√(a + 1) - 2)^2)/((√(a + 1))^2 - (2)^2)}}

\mathsf{\implies ((√(a + 1))^2 + (2)^2 - 2(√(a + 1))(2))/(a + 1 - 4)}}

\mathsf{\implies (a + 1 + 4 - 4√(a + 1))/(a + 1 - 4)}}

\mathsf{\implies (a + 5 - 4√(a + 1))/(a - 3)}}

Answer:

(a+5)-4√(a+1) /(a-3)

Step-by-step explanation:

√(a+1) - 2 / √(a+1) + 2

={√(a+1) - 2 }{√{(a+1) - 2 }  / {√(a+1) + 2} {√(a+1) - 2 }

={√(a+1) - 2 }² / {√(a+1)}² - 2²

=[ {√(a+1)}² -4√(a+1) +4 ] / a+1-4

=[a+1-4√(a+1)+4] / (a-3)

=(a+5)-4√(a+1) /(a-3)

What is the word phrase for 25 - 0.6x

Answers

An equation is the word phrase for 25-0.6x