The computation follows:

$\text{VaR}^2_{\text{(portfolio)}} = \text{VaR}^2_{\text{(stocks)}} + \text{VaR}^2_{\text{(fixed income)}}$

Assuming the correlation is

$`$1`,367,000^2 = 1,153,000^2 + \text{VaR}^2_{\text{(fixed income)}} $$

$\text{VaR}_{\text{(fixed income)}} = 734,357$

Next convert the annual VaR to daily VaR:

$`$734`,357 / \sqrt{250} = 46,445 $$