What is the difference in writing this way 7.0×10⁴ and this way 0.7×10⁵ ? Lets say for example you're solving a question and the question wants you to leave your answer in standard form so which one is the correct one to write? Please explain to me
Ah, painting with numbers, what a joy! To write 70,000 in standard form, you simply move the decimal point to the right until there are no more zeros. So, 70,000 in standard form is 7 x 10^4. Just like adding happy little trees to a landscape, it's all about finding balance and harmony in numbers.
To write 70,000 in standard form, you would represent it as 7 x 10^4. This is because the number 70,000 can be broken down as 7 multiplied by 10,000 (which is 10 to the power of 4). In standard form, we express numbers as a coefficient (in this case, 7) multiplied by a power of 10 raised to a certain exponent (in this case, 4).
Assuming those were added, the standard form is: 2,070,173,810
2,500,070,207
That is the standard form.
The standard form is 1,200,000
The standard form is 5,050,000
Sure thing, honey. To write that big ol' number in standard form, you just gotta add up all them digits. So, 2 billion (2,000,000,000) plus 100 million (100,000,000) plus 70 thousand (70,000) plus 3 thousand (3,000) plus 800 plus 10 equals a grand total of 2,100,073,810. That's all she wrote, sugar.
Assuming those were added, the standard form is: 2,070,173,810
No
7.004 × 1010.
Assuming those were added, the standard form is: 2,070,173,810
Each of those numbers already is in standard form.
2,500,070,207
It is already in standard/notation form as written.
2,070,173,810
15093570000 + 80000 + 900 + 30 + 5 = 150935
300,000 + 70,000 + 500 + 70 + 3 = 370,573
replace the final 3 zeros with 810