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What is the remainder and quotient of 36 divided by 6?
6
What is the remainder when 8100 is divided by 5?
1620
List different address modes of 8051micro controller with example?
The 8051 microcontroller employs several addressing modes, including: Immediate Addressing Mode: The operand is specified in the instruction itself. Example: MOV A, #25H moves the hexadecimal value 25 into the accumulator. Register Addressing Mode: The operand is in a register. Example: MOV A, R0 moves the content of register R0 into the accumulator. Direct Addressing Mode: The operand's address is given directly in the instruction. Example: MOV A, 30H moves the content of memory location 30H into the accumulator. Indirect Addressing Mode: The address of the operand is held in a register. Example: MOV A, @R1 moves the content of the memory location pointed to by register R1 into the accumulator.
What is the domain of y equals the square root of x?
Assuming we're not dealing with complex numbers, the domain is:R = {x Є R | x >= 0}, or equivalently, R0+, or [0,∞]All three of the above terms say the same thing, the domain is all the real numbers greater than or equal to zero.
What symbol is used to denote a register?
In assembly language and computer architecture, registers are often denoted by the symbol % or a specific prefix depending on the architecture. For example, in x86 assembly, registers are typically represented with a % symbol (e.g., %eax, %ebx), while in ARM assembly, they are usually referred to by their names without any prefix (e.g., r0, r1). In some assembly languages, registers may also be indicated by a specific letter or abbreviation.
What is the equation for temperature coefficient of resistance?
R= R0 * [1 + rho( t2-t1 ) ] so from this equation , rho= R-R0/[R0(t2-t1)] where rho- coefficient of resisivity R-resistance at any time t R0- resistance at 00C t2-final temperature t1-initial temperature
What is the assembly language program for 32 bit addition?
Example for System/360 CPU: L R0,A A R0,B ST R0,SUM ... A DS F B DS F SUM DS F
7,910/14 answer with remainder?
565 r0
Finding largest smallest number for 8051 microcontroller program?
Clr psw.3 clr psw.4 mov r1, 05h mov r0, #50h dcr r1 mov 10h, @r0 up: inc r0 mov a, @r0 cjne a, 10h dn ajmp dn: jnc next mov 10h,a next: djnz r1 up *:ajmp *
Is every function a onto function?
No. It depends on how the range is defined.y = x2 is not onto R but can be made onto by changing the range to R0+.No. It depends on how the range is defined.y = x2 is not onto R but can be made onto by changing the range to R0+.No. It depends on how the range is defined.y = x2 is not onto R but can be made onto by changing the range to R0+.No. It depends on how the range is defined.y = x2 is not onto R but can be made onto by changing the range to R0+.
Is there a remainder for 825 divided by 3?
275
What is the remainder and quotient of 36 divided by 6?
6
Delay program of 1 sec for microcontroller 89C51?
Mov tmod, #01h mov r0, #20 back:mov tl0,96 mov th0,60 setb tr0 again:jnb tf0, again clr tr0 clr tf0 djnz r0, back
What do mean by operands in microprocessor?
An opcode is a single instruction in assembly language. An operand is the data it does something with.For example, in "MOV r0, #0C", MOV is the opcode ("move this value into this register"), while r0 (register 0) and #0C (the number 12) are operands.
Is there an apparel brand called copy?
Is this what you're talking about? http://www.drjays.com/shop/G5-V86668-R0/copy.html
How many times will 8 go into 72 with remainders?
9 times with no remainder
Why the value of momentum of inertia is half mv square for disc?
You are probably thinking in the definition of Moment of Inertia of a system ofpoints with mass mi at distance ri from the rotation axis;I = Σ m(ri)2If mT is the total mass of the disc with radius r0, the product mT(r0)2 would bethe Moment of Inertia of a point with mass mT at a distance r0 from the axis ofrotation. But for a disc, the mass is distributed through his radius from r = 0 tor = r0, and so you would expect a smaller value of I.If we start from I's above given definition, which is a summation of finite terms,and put it as a summation of differential terms (an integration), then theexpression can apply to a body, and we have,I = ⌠m d(r2) = ⌠m 2rdr = 2⌠m rdr (1)now we need to introduce m as a function of r, m = f(r).Let h be the thickness of the disc, and D the density of the disc material.Then,m = density x volume = D (πr2h} (2)ec. (2) in (1)I = 2⌠D(πr2h) rdr (3)taking constants out of the integralI = 2πhD⌠r3dr (4)integrating ec. (4) from r = 0 to r = r0I = 2πhD (1/4)(r0)4 (5)density D is D = mT/VT (6) where VT is the disc total volumeVT = π(r0)2h (7)ec. (7) in (6),D = mT/[π(r0)2h] (8)finally, ec. (8) in (5)gives I = (1/2) mT (r0)2Q.E.D
