Doing a logical shift right does what to a binary number?

What is the effect of applying a left shift of 2 to a binary number?

What is the effect of applying a right shift of 3 to a binary number?

Which answer has correctly applied a logical left shift of 1 to 10001100

If a right logical shift of 1 was applied to 1011, what would the result be as a denary number?

Applying a left logical shift of 1, to the binary number 00011101, gives what answer and denary?

Applying a right logical shift of 1, to the binary number 00110100, will result in which denary value?

If a binary number needed to be multiplied by 32, which of the following shifts would need to be applied?

If a binary number needed to be divided by 16, which of the following shifts would need to be applied?

What would the binary number be if a left arithmetic shift of 3 was applied to 00001111

When using 8 bits twos complement, the value -63 is is 11000001. If a right arithmetic shift of 4 was applied, what would the resultant binary number be?

When using 8 bits twos complement, the value 68 is 01000100. If a left arithmetic shift of shift of 1 was applied, what would the resultant number be in denary?

Is the following statement true or false:

A left arithmetic shift 6 and a left logical shift of 6 would both have the same end result.

Is the following statement true or false:

A right arithmetic shift 2 and a left logical shift of 2, on a twos complement negative value, would both always have the same end result