What is bif 323 b -233 b -1000 b -A- 5B- 6C- 7D- 8

The correct option is B 6(3 × b^2) + (2 × b^1) + (3 × b^0) + (2 × b^2) + (3 × b^1) + (3 × b^0) = (1× b^3) + (0 × b^2) + (0 × b^1) + (0 × b^0) 5b^2 + 5b + 6 = b ...

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Quantitative Aptitude

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What is bif 3...

Question

What is b if $(323)_{b} + (233)_{b} = (1000)_{b}$ ?

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Solution

The correct option is B 6
$(3 \times b^{2}) + (2 \times b^{1}) + (3 \times b^{0}) + (2 \times b^{2}) + (3 \times b^{1}) + (3 \times b^{0}) = (1 \times b^{3}) + (0 \times b^{2}) + (0 \times b^{1}) + (0 \times b^{0})$
$5 b^{2} + 5 b + 6 = b^{3}$
Using options, b = 6

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What is b if (323)b+(233)b=(1000)b?

The correct option is B 6(3×b2)+(2×b1)+(3×b0)+(2×b2)+(3×b1)+(3×b0)=(1×b3)+(0×b2)+(0×b1)+(0×b0) 5b2+5b+6=b3 Using options, b = 6

What is b if $(323)_{b} + (233)_{b} = (1000)_{b}$ ?

The correct option is B 6
$(3 \times b^{2}) + (2 \times b^{1}) + (3 \times b^{0}) + (2 \times b^{2}) + (3 \times b^{1}) + (3 \times b^{0}) = (1 \times b^{3}) + (0 \times b^{2}) + (0 \times b^{1}) + (0 \times b^{0})$
$5 b^{2} + 5 b + 6 = b^{3}$
Using options, b = 6