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• 03-05-2018, 03:34 PM
Hi Jonathan - so you think this is the most straightforward approach? I know that the difference of two squares can be expressed as (j+t)(t-j) or...
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• 03-04-2018, 01:20 PM
Sorry could you expand on that a little bit please?
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• 03-04-2018, 01:02 PM
Apparently so... so (2600 - t^2)^2 + t = 10,050 Is this correct? This is where I have no idea on how to solve for t...
24 replies | 1156 view(s)
• 03-04-2018, 10:21 AM
anyone?
24 replies | 1156 view(s)
• 03-04-2018, 08:16 AM
Rearrange the second equation to give: j = 2600 - T^2 Is this correct?
24 replies | 1156 view(s)
• 03-04-2018, 07:27 AM
j^2 + t = 10,050 t^2 + j = 2,600
24 replies | 1156 view(s)
• 03-04-2018, 07:14 AM
Hi all Can someone give me a hint on how to solve the below please? "Jim and Tim are sharing money. If I square Jim's money and add on Tim's, I...
24 replies | 1156 view(s)
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