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Dlol 5 Quaston I0 CuoC1command...

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Dlol 5 Quaston I0 CuoC1command

Dlol 5 Quaston I0 CuoC 1 command



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Multiply. $$ (1-5 a)^{2} $$

So the way I'm thinking about this is that I could write this 58 plus one squared as 58 plus one times five a plus one, and then the five a minus one squared could be five a minus, one times five a minus one. And now, since addition is communicative and associative, I'm kind of looking at this as I give you five a plus one times +58 minus one first. That's the sum indifference pattern that would be 25 a squared, minus one. And then I could do this. 58 plus one times five a minus one again. That's 25 a squared, minus one. And now I've got the square of a binomial. So my thinking was, if I did difference of squares, I didn't but by no meals, and then I'd end up multiply and binomial times a binomial, which is easier than doing square of a binomial a couple times. Then I did do a trying a little time to try no meal. All right, so now we'll just take this 25 a squared and square it. That's 625 8 of the fourth, um, and then we'll take the product of the two, which is negative. 25 a square, double it negative 50 a squared and then we'll square the one which is one so 625 8 of the fourth minus 50 a squared plus one.

One over sea to the negative 5th in the denominator. To get to eliminate the negative sign, we move it to the numerator So it's c. to the 5th over one, which is sea to the 5th. Report. Be now we have one over 5 to the -2. Going to move that to the numerator and the X. Component becomes positive And five squared is 25.

Number 12 It's negative. One times negative. Five t turns negative. One. This is all multiplication, so I am going to moves and numbers together. Three negatives. Making negative. And so that's negative. Five. TV.

Given expression is two multiplied by zero is about five in discussion. We have to find the solution of the given expression. So we know that if zero is the base and and if the exponent of the base, then the value of the this term is always zero, so it can be given expression. Can Britain has the two multiplied by zero because zero is to do five power five equals to zero, so two multiplied by zero is always zero that the value of the administration is zero.


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