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Subtract (5.3 x 108) − (8.2 x 106).

2.9 x 102
5.218 x 102
2.9 x 108
5.218 x 108

User Nick Masao
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2 Answers

2 votes

To subtract numbers written in scientific notation, we need to make sure that the exponents are the same. In this case, we have (5.3 x 10^8) - (8.2 x 10^6).

To make the exponents the same, we can rewrite 8.2 x 10^6 as 0.082 x 10^8. This doesn't change the value, but it helps us compare the exponents.

Now we can subtract the numbers: (5.3 - 0.082) x 10^8 = 5.218 x 10^8.

Therefore, the answer is 5.218 x 10^8.

Note: It's important to remember to keep the same exponent when subtracting numbers in scientific notation. By rewriting 8.2 x 10^6 as 0.082 x 10^8, we made the exponents the same so we could subtract the numbers correctly.

User Sosi
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4.6k points
4 votes

Answer: 5.218*10^8 ==> Option 4

Explanation:

(5.3 x 10^8) − (8.2 x 10^6)=

(5.3*10^2 x 10^6) − (8.2 x 10^6)=

(5.3*100*10^6)-(8.2*10^6)=

(530*10^6)-(8.2*10^6)=

(530-8.2)*10^6=

(530.0-8.2)*10^6=

521.8*10^6=5.218*10^8 ==> Option 4

User Cck
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