(ax 10") (bx 10") = ab x 10*** = cx 10' where sisc<10 14 € (-2,-1,0,1,2, ...) If the product ab does not have a single non-zero digit to the left of the decimal point, then a factor of 10 must be introduced to move the decimal place with a corresponding factor modifying the exponential factor. Apply this procedure to obtain the product, in the correct format of the numbers below: (2.6* 10) (75 x 10-)
33% Part (a) Which procedure will result with the product in correct scientific notation? (2.6 x 10) (7.5 x 10) = cx 109 where ſisc<10 q€ (…, -2, -1, 0, 1, 2, …) Divide the product (2.6)(7.5) by 10' while multiplying the exponential factor ✓ Correct! by 10! 33% Part (b) With the product written in proper scientific notation as (2.6 x 10) (7.5 x 10-) = cx 109 where fisc<10 lq € (-2,-1,0,1,2, ...) enter the value of the coefficient, c. CE л 9 HOM 8 5 E 7 TA4 1 A 5 sino cos tano cotano asino acos atano acotan sinh cosho tanho cotanho Degrees Radians 6 2 الفرا + 0 . IND VO BACKG
33% Part(e) With the product written in proper scientific notation as (2.6 x 10') (7.5 x 10-*) = cx 109 where fisc<10 q€ ( -2, -1, 0, 1, 2, …) enter the value of the exponent, q. sino cos tano cotano asino acoso atano acotano sinh cosho tanho cotanho Degrees Radians ग 7 8 9 E4 5 6 1 2 3 + - 0 IND No покиньет сло .
(ax 10") (bx 10") = ab x 10*** = cx 10' where sisc<10 14 € (-2,-1,0,1,2, ...) If the product ab does not have a single n
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(ax 10") (bx 10") = ab x 10*** = cx 10' where sisc<10 14 € (-2,-1,0,1,2, ...) If the product ab does not have a single n
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