Home
Class 14
MATHS
if x ,\ y ,\ z ,\ a n d\ w be the digits...

if `x ,\ y ,\ z ,\ a n d\ w` be the digits of a number beginning from the left , the number is `x y z w\ ` (b) `w z y x` (c) `x\ +\ 10 y\ +\ 100 z\ +\ 1000 w` (d) `10^3x+10^2y+10 z+w`

Promotional Banner

Similar Questions

Explore conceptually related problems

If x , y , z be the digits of a number beginning from the left, the number is x y z (b) x + 10 y + 100 z 10 x + y + 100 z (d) 100 x + 10 y + z

If x+2y+3z=81, x, y, z in W find the number of solutions

The number of integers x,y,z, w such that x +y+z+w=20 and x , y, w,z ge -1 is

2x-3z + w = 1x-y + 2w = 1-3y + z + w = 1x + y + z = 1

In Figure, if l_1||l_2 , what is x+y in terms of w\ a n d\ z ? (a) 180-w+z (b) 180+w-z 180-w-z (d) 180+w+z

(a) Find x+y+z (b) Find x+y+z+w

If A={x,y,z,t} then which of these is not true: (a) x in A (b) {y,z}sub A (c) t sub A (d) w!in A

If (x -y +z) : (y - z + 2w) : (2x + z-w) =2: 3:5, then (3x + 3z - 2w): w=?