1. What is the product of (5.1 x 10^3) x (3.2 x 10^3)?
a. 16.32 x 10^6
b. 1.632 x 10^7
c. 16.32 x 10^9
d. 1.632 x 101^0
2. What is the product of (7.28 x 10^-2) x (9.1 x 10^-2)?
a. 6.6248 x 10^-3
b. 66.248 x 10^-4
c. 6.6248 x 10^4
d. 66.248 x 10^-3
3. What is the quotient of (2.965 x 10^7) ÷ (5 x 10^3)?
a. 14.825 x 10^4
b. 5.93 x 10^5
c. 14.825 x 10^5
d. 5.93 x 10^3
4. Find the product. (4.0 × 10^−2) × (5.2 × 10^8)
a. 20.8 x 10^8
b. 2.08 x 10^7
c. 2.08 x 10^6
d. 20.8 x 10^7
I still need help with this even though I'm 23
help a man out he's waited 10 years
help me plz
LMAOOOO IM CRYIN
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I need the answer
1. To find the product of two numbers in scientific notation, you multiply the base numbers and add the exponents.
In this case, (5.1 x 10^3) x (3.2 x 10^3) gives us (5.1 x 3.2) x (10^3 x 10^3) = 16.32 x 10^6.
So the correct answer is option a. 16.32 x 10^6.
2. Similar to the previous question, to find the product of two numbers in scientific notation, you multiply the base numbers and add the exponents.
In this case, (7.28 x 10^-2) x (9.1 x 10^-2) gives us (7.28 x 9.1) x (10^-2 x 10^-2) = 66.248 x 10^-4.
So the correct answer is option b. 66.248 x 10^-4.
3. To find the quotient of two numbers in scientific notation, you divide the base numbers and subtract the exponents.
In this case, (2.965 x 10^7) ÷ (5 x 10^3) gives us (2.965 ÷ 5) x (10^7 ÷ 10^3) = 0.593 x 10^4.
So the correct answer is option d. 5.93 x 10^3.
4. To find the product of two numbers in scientific notation, you multiply the base numbers and add the exponents.
In this case, (4.0 × 10^−2) × (5.2 × 10^8) gives us (4.0 × 5.2) x (10^(-2+8)) = 20.8 x 10^6.
So the correct answer is option d. 20.8 x 10^7.