Assign a line in every element of a 3d matrix

I have a 10x10x10 matrix that looks like the below attached.I want to add a line 101.543 30.453 50.185 to the ement that contains 10.

[James Tursa]

Please provide more detail. What would the desired outcome be for your example?

[MD MAHABUBUR ROHOMAN]

Hello, the desired one would be like the attached picture. Elements that has a value 10 need to be changed with 101.543 30.453 50.185

[the cyclist]

This is still not clear. What do you mean by changed with 101.543 AND 30.453 AND 50.185?

Your picture shows only 101.543.

[MD MAHABUBUR ROHOMAN]

I meant 10 should be changed with a line that contains 3 different values (i.e: 50 60 70) and a space between every values. I tried to use string or char bjut that does not work,

[James Tursa]

@MD MAHABUBUR ROHOMAN Please post the exact result you want for your example. Not just scribblings on top of the input. We can't help you if we don't know what you want.

[MD MAHABUBUR ROHOMAN]

Actually, I do not have the exact result. That is why I am scribbling on the input picture.

The matrix that has elements of value 10, I want that value to be changed in some other string or character(i.e: 50 60 70 (this is a line not individual value) or balsal).

I do not have anything other than that. :((

[James Tursa]

@MD MAHABUBUR ROHOMAN If you can't describe to us the specific output you want, how can we possibly know what you need?

Answer 1

[the cyclist]

To replace all values of 10 with 101.543, you can do

val(val==10) = 101.543;

Maybe that helps?

Answer 2

[Steven Lord]

If we look at the array you posted, what I think you want would involve the first row of page 1 of val having 10 elements and row 2 having 12 or 13 (depending on whether your three elements were inserted in place of 10 or after.) In either of those cases, that is not possible. All rows in an array in MATLAB must have the same number of columns.

But if that's not what you want, let's take a smaller example. Please show us exactly what you'd want as a result if you did your replacement on this (much smaller) matrix and tell us exactly how you got from the A matrix to that result.

A = [1 2 3; 4 10 6]

A = 2×3

1 2 3 4 10 6