Wich is the greatest six digit number 860,553 or 865,530

Answers

Answer 1

Answer: 865,530 is the greatest because the other number, 860,530 has '0' in the place of '5' in the 865,530.

Answer 2

Answer: 860,553 is less than 865,530.

That is because 5,530 is less than 553.

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Which systems of equations have infinite solutions?

Answers

Answer:

addition

Step-by-step explanation:

Mr Fields ordered 3 tons of gravel for a driveway at a factory. How many pounds of gravel did he order?

Answers

1ton = 2000pounds

∴3tons=6000pounds

3 pounds because in the question there is the answer.

How do you say 876543 in word form

Answers

Eight hundred seventy six thousand five hundred forty three.

eight hundred and seventy six thousand, five hundred and forty three

Put this in order please :) (Picture with it)a.0.70
b.0.02
c.1.16
d.1.50
e.0.54
f.1.75

Answers

Answer:

a) .02

d) .54

e) .70

g) 1.16

j) 1.50

k) 1.75

Step-by-step explanation:

Hope this helps ya!

F n and m are integers and n2 m2 is even, which of the following is impossible?

Answers

So, I think that you mean that

n²+m² is even? (the "plus" sign is missing, but I think this is correct).

this can only happen if either:

both n and m are even
or
both n and m are odd

That's because a sum of two expressions is even if either both or none of the expressions summed is even, and a power of a number is even only if the number is even too.

are those some of the options?

yes!
n and m are even,- possible!
n and m are odd, -possible!
n+m is even, - possible; it would be the case if either both n and m are even or both n and m are odd n+m is odd,

so the option we'll choose is:

none of these are impossible

What is the volume enclosed by the slanted prism in the diagram 225cm
270cm
300cm
540cm

Answers

To find the volume of a slanted prism, all you need to know is the area of the base and the height of prism. If you know these two things, then the volume of a prism can be calculated using formula

$V_(prism)=A_(base)\cdot H_(prism).$

Since $A_(base)=25 cm^2$ and $H_(prism)=9 cm,$ you have

$V_(prism)=25\cdot 9=225 cm^3.$

Answer: correct choice is A.

we know that
volume of the slanted prism is equal to
$V=B*h$
where
B is the area of the base------> $B=25 cm^(2)$
h is the height of the prism-----> $h=9 cm$
so
$V=25*9 \n V=225 cm^(2)$

the answer is the option
$225 cm^(2)$

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