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(iv)
3×1000000+4×100000+6×1000+5×100+7×1
Find the difference between the place values of the two nines in 79520986 .
Find the difference between the place value and the face value of 7 in 27650934 .

(iv) $3 \times 1000000+4 \times 100000+6 \times 1000+5 \times 100+7 \times 1$ $\newline$ Find the difference between the place values of the two nines in $79520986$ . $\newline$ Find the difference between the place value and the face value of $7$ in $27650934$ .

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Find the magnitude of a three-dimensional vector

Full solution

Q. (iv)

3 \times 1000000+4 \times 100000+6 \times 1000+5 \times 100+7 \times 1

\newline

Find the difference between the place values of the two nines in

79520986

.

\newline

Find the difference between the place value and the face value of

7

in

27650934

.

Calculate Expression Value: Calculate the value of the expression $3\times10^6+4\times10^5+6\times10^3+5\times10^2+7\times1$ . $\newline$ $3\times10^6 = 3000000$ $\newline$ $4\times10^5 = 400000$ $\newline$ $6\times10^3 = 6000$ $\newline$ $5\times10^2 = 500$ $\newline$ $7\times1 = 7$ $\newline$ Add them up: $3000000 + 400000 + 6000 + 500 + 7 = 3460507$
Find Nine Difference: Find the difference between the place values of the two nines in $79520986$ . The first nine is in the ten million place: $9\times10^{7} = 90000000$ The second nine is in the hundred place: $9\times100 = 900$ Subtract the smaller from the larger: $90000000 - 900 = 89999100$
Find $7$ Value Difference: Find the difference between the place value and the face value of $7$ in $27650934$ . The place value of $7$ is in the ten million place: $7\times10000000 = 70000000$ The face value of $7$ is just $7$ . Subtract the face value from the place value: $70000000 - 7 = 69999993$

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