Question

Use the calculator to find the product of 4. 17 and 2. 3 × 106. Which statements are true about finding the product? Check all that apply. 4. 17 is equivalent to 4. 17 × 100. 4. 17 is equivalent to 4. 17 × 101. The product has a positive exponent. The coefficient is 6. The E in the product is the indicator that the solution is in scientific notation. The exponent of the product is the product of the original exponents.

Answer 1

The zero in the power of any number is equal to the 1.

• The number 4.17 can be written as $4.17\times10^0$.
• The product of number has a positive exponent.
• In the calculator the power is shown using the exponent E. \
• Hence, the option A,C and E are correct

What is the exponent power with base 10?

To write the big number in short form, we write them in the power of 10. The zero in the power of any number is equal to the 1.

Given information-

The given number whose product has to find out are 4.17 and $2.3\times10^6$.

Let $x$ be the product of the given number. thus,

$x=4.17\times(2.3\times10^6)$

As the zero in the power of any number is equal to the 1.  Thus the number 4.17 can be written as $4.17\times10^0$.

Write the first number in the form of exponent of 10. as,

$x=4.17\times10^0\times(2.3\times10^6)$

Hence the option A is correct and B is incorrect.

Rearrange it by numbers,

$x=(4.17\times2.3)\times10^6$

Multiply number 4.17 and 2.3 in the calculator we get,

$x=9.591\times10^6$

Lets check other options,

• The product of number has a positive exponent. Thus the option C is the correct option.

• Coefficient is not 6 of the result. thus the option D is incorrect.

• In the calculator the power is shown using the exponent E. Thus the option E is correct.

• The option F is incorrect as the exponent of the product is not the product of the original exponents.

Hence,

The zero in the power of any number is equal to the 1.

• The number 4.17 can be written as $4.17\times10^0$.
• The product of number has a positive exponent.
• In the calculator the power is shown using the exponent E. \
• Hence, the option A,C and E are correct.

Learn more about the exponent power with base 10 here;

https://brainly.com/question/960886

Answer 2

Answer:

A, C, E

Step-by-step explanation:

Got it right on the assignment.