Wiskunde Multiple Choice Vraag uit Gricha's Wiskundige Vragenbank

De waarde van $\frac{10^{103}+10^{100}}{10^{100}}$ is	A. 100
B. 1001
C. 300
D. 1000
E. meer dan 1000

The value of $\frac{10^{103}+10^{100}}{10^{100}}$ is	A. 100
	B. 1001
	C. 300
	D. 1000
	E. more than 1000

$https://latex.codecogs.com/png.image?\dpi{110}\\{\color{DarkGreen} 1^{ste}\;manier\;: }\\ \frac{10^{103}+10^{100}}{10^{100}} = \frac{10^3.10^{100}+10^{100}}{10^{100}} =\frac{10^{100}(10^3+1)}{10^{100}}=10^3+1=1001 \\{\color{DarkGreen} 2^{de}\;manier\;: }\\\frac{10^{103}+10^{100}}{10^{100}} = \frac{10^{103}}{10^{100}}+\frac{10^{100}}{10^{100}}=10^3+1=1000+1=\cdots$