who can answer the math question "24 less than three times a #?"?

Question

24 less than three times a # how do i do this?
it's algebra1

Answer 1

Let the "number" be x.
Three times the number is 3x.
24 less than that is 3x-24.

You're welcome! :-)

Answer 2

a million. The width is w. And the dimensions is 4 cases that so it may well be w*4. to discover the section you should multiply the width and the dimensions. So it may well be w*(w*4). So basically simplify for the respond. 2. approximately comparable to a million. The width is L-8. And for section you multiply the width and the dimensions. Then basically simplify 3. the fringe is the exterior. A sq. has 4 equivalent aspects. so which you would be able to divide the fringe by making use of four to discover the dimensions of the aspects. Then multiply that huge sort by making use of itself (because of the fact the aspects are equivalent) to discover the section. 4. A rectangle has 4 aspects, 2 with an identical length, and 2 aspects with a distinctive. because of the fact that one part of the rectangle is 24 yards, then yet another part ought to have that length too. so which you're taking 24, multiply it by making use of two, then subtract it from 60. the the rest huge sort is the sum of the different 2 aspects, so divide by making use of two. then you certainly can multiply that huge sort by making use of 24 for the section.

Answer 3

you're missing part of the question. 24 less than three times a number equals what?
I did a ton of those with my daughter last year in pre-algebra, but there's more to it.

Answer 4

let x equal the Number
3 times x is 3x

less 24 =

3x-24

Answer 5

3x-24

Answer 6

3x-24

Answer 7

say the number is "n"

n*3-24

so you take n times three minus twenty four.

hope that helps!

Answer 8

if you asked a complete question i could try