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Discover LudwigThe phrase "any support with" is correct and usable in written English.
It can be used when asking for assistance or help regarding a specific task or issue.
Example: "If you need any support with the project, please don't hesitate to reach out."
Alternatives: "any assistance with" or "any help with".
Exact(6)
She no longer has any support with housing and money from the National Asylum Support Service.
"If you need any support with anything – housing, finance, any other issues – they help you.
Women said the supported accommodation they were offered gave them barely any support, with several telling the BBC that 24-hour staffing was a fiction.
In a lot of schools, nobody has necessarily said: "Do you need any support with this?" So is this one of those great political statements where the government says: "Yes, every child is going to be learning computing from the age of six", but has not worked out who actually is going to teach them?
The man had refused to offer any support with her medical bills or living costs, and when she asked him to help her buy the drugs she had been prescribed, he became violent.
"Any support with education is always really welcome, whether it's funding or visiting instructors, specialists... We're always sending people away to take the training... [The] introduction of... [and] growing use of tele-health will be great".
Similar(53)
She did not need any supports with eating, bathing, dressing, and toileting.
They say they rejected any support offered with strings attached.
The next day, AIG told consular officials Shanghai-based regulators threatened to immediately pull the company's licenses if it did not disclose -- and stop enforcement of -- any support arrangements with other AIG units.
"Nothing like marching up the Canyon of Heroes with the wind blowing up your kilt," said Bob Shaw, a 47-year-old warden at Rikers Island and the only band member who bothered to show any Yankee support, with his withered cap, which some in the band joked about.
The class of Bernstein polynomials is dense in the space of all continuous functions ((mathcal{C}^{0}[a, b])) with any finite support with supremum norm and all of the derivatives possess the same convergence properties [16].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com