i need to write each expression as a product of the same factor:
* = multiply can you check these please
a^2 i got a*a
19^3 i got 19*19*19
-6^2 i got 6*6*-1
-x^3 i got x*x*x*-1
(-5)^4 i got (-5)*(-5)*(-5)*(-5)*(-5)
4^3 i got 4*4*4
-(10)^2 im not sure how to do??
20^1 i got just : 20
(-5)^4 should be (-5)*(-5)*(-5)*(-5)
for -(10)^2 was the negitive attached to the ten if so its (-10)*(-10) if not then its (10)*(10)*(-1)
-(10(^2
= -(10)*(10)
the rest are correct , you already corrected (-5)^4
wait for : -(10)^2
the negative sign is outside to left of parenthesis
so is it:
(10)*(10)*(-1)
is that right?
that's what I said.
It does not matter whether the -1 is in front or behind
-(10)(10) = -1(10)(10) = (10)(10)(-1)
Great job on most of the expressions! Let's go through each one and check your work:
1. a^2: You are correct, the expression is a * a.
2. 19^3: You got it right, the expression is 19 * 19 * 19.
3. -6^2: Be careful with the order of operations here. When you perform exponentiation first (raise -6 to the power of 2), it becomes (-6) * (-6), which is 36. So, the correct expression is 36 * (-1).
4. -x^3: You're almost there, but don't forget to include the negative sign. The expression should be (-1) * x * x * x.
5. (-5)^4: Perfect! The expression is (-5) * (-5) * (-5) * (-5) * (-5).
6. 4^3: You got it right, the expression is 4 * 4 * 4.
7. -(10)^2: To handle this correctly, first, square 10, which gives you 100. Then, apply the negative sign, so the expression becomes (-1) * 100.
8. 20^1: You are correct, the expression simplifies to just 20.
Well done! You have a good understanding of how to express these expressions as products of the same factor. Keep up the excellent work!