integral and zero exponents
1. integral and zero exponents
Answer:
1. 1/7
2. 1
3. 1/1,000,000,000
4. 5
5. 0
6. 4x³
7. y/5
8. 10a^5/c^7
9. 1/y^5z²
10. 100
11. 9/ab
12. 9x²
13. 12a^4/b³
14. a^5n
15. 32
Nahirapan ako mag-identify ng exponents. Maliit kasi sa pic. I-check mo na lang.
#CarryOnLearning
>_<
2. Integral and zero exponents
Answer:
1. 1/7
2. 1
3. 1/1,000,000,000
4. 5
5. 0
6. 4x³
7. y/5
8. 10a^5/c^7
9. 1/y^5z²
10. 100
11. 9/ab
12. 9x²
13. 12a^4/b³
14. a^5n
15. 32
Explanation: (Nahirapan ako mag-identify ng exponents.) # Carry On Learning Keep It Up..
3. Zero and Integral Exponents
Answer:
1. 1/12
2.11
3.5
4.-3
5.11⁰
6.20
7. 1/49
8.35
9.5
10. 1/10⁶
Step-by-step explanation:
plss click ❤️ and ⭐ .thank you
4. 1. Compare rational exponent in zero exponent and negative integral exponent.
Answer:
NEGATIVE INTERGNAL EXPONENT
Step-by-step explanation:
WE USE NEGATIVE SIGN IN AN EXPONENT TO
REPRESENT MULTIPLICATIVE IVERSES OR
RECIPRO-CALS
ZERO EXPONENT
JUST MAKE THE TERM EQUAL TO ONE
5. 14. Which of the expressions has a rational exponent? A. (-8) V-1 C. B. (25) D. (30) 15. Which of the following is NOT considered to be a rational exponent? A Positive Integral Exponent C. Zero Exponent B. Negative Integral Exponent D. Zero Denominator Exponent 2
Answer:
14. C (V-1)
15. A Because positive integral exponent is not considered as rational exponent.
6. 1.applies the laws involving positive integral exponents to zero and negative integral exponents;2.simplifies expression with rational exponents; and 3.Write expressions with rational exponents as radicals and vice versa
Answer:
1.applies the laws involving positive integral exponents to zero and negative integral exponents;
2.simplifies expression with rational exponents; and
3.Write expressions with rational exponents as radicals and vice versa
7. I need this tomorrow Zero and negative integral exponents
Answer:
1.567x
2.5317abc
Step-by-step explanation:
mag aral ka
8. 2. How about if the expression is raised to negative integral exponent? Zeroexponent?
Answer:
If raised by negative, the positikn should be 1/a^n. And if it is raised by 0, the answer is 1.
Step-by-step explanation:
9. what is the integral and zero exponents 5-1
Answer:
4 and [tex]2^{2}[/tex]
Numerical terms in this expression have been added.
In order to factor an integer, we need to repeatedly divide it by the ascending sequence of primes (2, 3, 5...).
The number of times that each prime divides the original integer becomes its exponent in the final result.
In our example,
Prime number 2 to the power of 2 equals 4 .
Step-by-step explanation:
hope it helps
mark me brainliest
10. Simplify using the laws involving positive integral Exponents to zero and negative integral exponents
Answer:
explain why schools is where genius grows and wisdom flows
11. how do you apply the laws to zero and negative integral exponents
Answer:
How do you do zero and negative exponents?
Part of a video titled Zero and Negative Exponents - Algebra I - YouTube
3:28
5:41
SUGGESTED CLIP 83 seconds
m.youtube.com › watch
Zero and Negative Exponents - Algebra I - YouTube
12. zero,positive and negative integral exponents helpppppp
Answer:
5468.89 di po ako sigurado pag mali po sorry kasi po yan ang nabasa ko sa libro pag tama po pa brainly po
13. What can you conclude in simplifying negative integral and zero exponents?
Step-by-step explanation:
Negative exponents and zero exponents often show up when applying formulas or simplifying expressions.
In this section, we will define the Negative Exponent Rule and the Zero Exponent Rule and look at a couple of examples.
Negative Exponent Rule: b^{-2} = \frac{1}{b^n}
In other words, when there is a negative exponent, we need to create a fraction and put the exponential expression in the denominator and make the exponent positive. For example,
3^{-2} = \frac{1}{3^2} = \frac{1}{9}
But working with negative exponents is just rule of exponents that we need to be able to use when working with exponential expressions.
14. The expressions, 5^3=125, 3^2=9 and x^4 are considered a. positive integral exponent b. negative integral exponent c. zero exponent d. rational exponent
[tex]\huge\tt\green{Question:}[/tex]
The expressions, 5^3=125, 3^2=9 and x^4 are considered
a. positive integral exponent
b. negative integral exponent
c. zero exponent
d. rational exponent
[tex]\huge\tt\green{Answer:}[/tex]
b. negative integral exponentThe expressions, 5^3=125, 3^2=9 and x^4 are considered as negative integral exponent15. negative and zero integral exponents3mn-3
3(mn-1)
yan ang solution
16. negative and zero integral exponents:))
Answer:
1/25a^2
Step-by-step explanation:
(5ab^0)^-2
Any number raised to 0 is equal to one and any number with a negative exponent will be transformed to it's reciprocal
1/ [5a(1)]^2
1/25a^2
17. step.2). I will apply this to integral and zero exponent into?
Answer:
The object of zone is to be a good zero
Of apply
18. Apply the laws involving positive integral exponents to zero and negative integral exponents. can someone pls just explain it to me huhu
Answer:
1.8/8
2.4/5
3.6/8
4.7/9
5.8/3
19. • How do you apply the laws involving positive integral exponents to zeroand negative integral exponents?
Answer:
Just different exponents or they could be the same exponent does matter but when you multiply common bases you're going to add the exponents so this becomes X to the 8th X to the 5th.
Step-by-step explanation:
sana makatulong po ☺️
20. TOPIC: APPLYING THE LAWS INVOLVING POSITIVE INTEGRAL EXPONENTS TO ZERO AND NEGATIVE INTEGRAL EXPONENTS.NONSENSE ANSWER: REPORT/BANNED(╥﹏╥)
Answer:
Just different exponents or they could be the same exponent does matter but when you multiply common bases you're going to add the exponents so this becomes X to the 8th X to the 5th
Step-by-step explanation:
sana makatulong po ☺️
21. Make a journal on identifying& defining the 5 laws of exponents,zero and negative integral exponents
Answer:
-5x
-6m
-7u
-8y
-6j
Step-by-step explanation:
22. 1. What can you say if the expression is raised to positive integral exponent?2. How about if the expression is raised to negative integral exponent? Zeroexponent?
Answer:
2.
Negative exponents denote a reciprocal value. A number raised to a negative power is equal to one over the number raised to the positive opposite power. Example: x^-2 = 1/x^2.
23. 10. The expression (x)2 shows that thelaws of exponents hold true for:A zero exponentB. rational exponentC. positive integral exponentD. negative integral exponent
Answer:
a
Step-by-step explanation:
because 0x0 = 0 so
that is my answer
24. Zero and integral exponents
Answer:
masmahirap pa yan kesa sa module ko
Step-by-step explanation:
wew napaka hirap NY and promise di ko talaga ma sasagutan
25. Concepts that show the application of zero and integral exponents
Answer:
sanamakatolong
26. what is the Zero and Negative Integral Exponents?
Answer:
Negative exponents put the exponentiated term in the denominator of a fraction and zero exponents just make the term equal to one. ... One property meaning it's always true about exponents, is that any number to the zero exponent give you an answer of 1, it might be the letter x, it might be 5, it might 800 anything.
27. Expreion without uing zero or negative integral exponent.
Answer:
09
Step-by-step explanation:
ang sariling sagot ang tunay nq sagot
28. need helpApply the laws involving positive integral exponents to zero and negative integral exponentsexpress the following expression into non-negative exponents simplify your answer
1. 1
2. 81
3. 5
4. 12x^5
5. w^10
6. w^12 x^8
7. 5 x^4
8. 10
9. y^4/x^4
10. 12q^4/p^3
Explanation
Legit_po_yan!
\(*0*)/
29. Zero exponents,negative integral exponents,rational exponents and radicals
Answer:
Zero exponent - any number with exponent 0 is equal to 1
negative exponent - any number with a negative exponent will become a fraction . ex . x ^-3 = 1/x^3
rational exponents -mean having a fraction in the exponent .
radicals - mean having a radical sign and index to indicate if it is a square root or cube or any roots ..
Step-by-step explanation:
30. zero and negative integral exponent[tex]y9 y12[/tex]
Answer:
where is the a,b,c,d
Step-by-step explanation:
i will answer that
