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If FG = 7x - 3, and GH= 3x + 17. Find FH?

User Mpowered
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Final answer:

To find FH given FG and GH on a straight line, we sum the expressions for FG (7x - 3) and GH (3x + 17) to get FH = 10x + 14, where x is not provided.

Step-by-step explanation:

The student is asking to find the length of vector FH, given that FG and GH are parts of a straight line where FH is the sum of FG and GH. To find FH, we need to add the lengths of FG and GH. Given that FG = 7x - 3 and GH = 3x + 17, we can set up the equation FH = FG + GH, which simplifies to FH = (7x - 3) + (3x + 17). Therefore, summing up the expressions we get FH = 10x + 14. To find the exact length of FH, we would need the value of x, which is not provided in the question.

User Jhole
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