The product of a number p to the fourth power (p⁴) and the same number to the fifth power (p⁵) can be found by multiplying them together.
(p⁴) * (p⁵) = p^(4+5) = p⁹
Therefore, the product of a number p to the fourth power and the same number to the fifth power is p⁹.
Here's how you could solve this problem:
(root of 5)√x^4 multiplied by (root of 5)√x^4
- combine like terms
- you should get (root 5)√x^8 -> because, with the Laws of Exponents, multiplying like terms with exponents is seen to be equivalent to adding the exponents
- finally, write out x^(5/5) multiplied by x^(3/5)
- this is because you've taken out the largest multiple of 5 in the exponent that you had (5 is the largest multiple of 5 out of 8), and you subtracted 8 by 5 to get the remaining exponent of the other term
- simply exponents, and you're done :D :D :D :D :D
A.about 80
B.about 40
C.about 70
D.about 30
Answer:
the answer is B
Step-by-step explanation:
The angles that are complementary but not adjacent are angles <1 and < 3